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n ary relation nÔª¹ØÏµ
n ball nάÇò
n cell nά°ûÇ»
n chromatic graph nɫͼ
n coboundary nÉϱßÔµ
n cocycle nÉÏÑ­»·
n connected space nÁ¬Í¨¿Õ¼ä
n dimensional column vector nάÁÐÏòÁ¿
n dimensional euclidean space nάŷ¼¸ÀïµÃ¿Õ¼ä
n dimensional rectangular parallelepiped nά³¤·½Ìå
n dimensional row vector nάÐÐÏòÁ¿
n dimensional simplex nµ¥ÐÎ
n dimensional skeleton nά¹Ç¼Ü
n disk nάԲÅÌ
n element set nÔª¼¯
n fold extension nÖØÀ©ÕÅ
n gon n½Ç
n graph nͼ
n homogeneous variety nÆë´Î´Ø
n person game nÈ˶Բß
n simplex nµ¥ÐÎ
n sphere bundle nÇò´Ô
n th member µÚnÏî
n th partial quotient µÚnÆ«ÉÌ
n th power operation n´ÎÃÝÔËËã
n th root n´Î¸ù
n th term µÚnÏî
n times continuously differentiable n´ÎÁ¬Ðø¿É΢µÄ
n times continuously differentiable function n´ÎÁ¬Ðø¿É΢º¯Êý
n tuple n×é
n tuply connected domain nÖØÁ¬Í¨Óò
n universal bundle nͨÓôÔ
nabla µ¹Èý½ÇËã×Ó
nabla calculation µ¹Èý½ÇËã×Ó¼ÆËã
nabla operator µ¹Èý½ÇËã×Ó
napier's logarithm Ú«´ú¶ÔÊý
natural boundary ×ÔÈ»±ß½ç
natural boundary condition ×ÔÈ»±ß½çÌõ¼þ
natural coordinates ×ÔÈ»×ø±ê
natural equation ×ÔÈ»·½³Ì
natural equivalence ×ÔÈ»µÈ¼Û
natural exponential function ×ÔȻָÊýº¯Êý
natural frequency ¹ÌÓÐÆµÂÊ
natural geometry ×ÔÈ»¼¸ºÎ
natural injection ×ÔÈ»µ¥Éä
natural isomorphism ×ÔÈ»µÈ¼Û
natural language ×ÔÈ»ÓïÑÔ
natural logarithm ×ÔÈ»¶ÔÊý
natural mapping ×ÔȻӳÉä
natural number ×ÔÈ»Êý
natural oscillation ¹ÌÓÐÕñµ´
natural sine ÕýÏÒÕæÊý
natural transformation ×ÔÈ»±ä»»
naught Áã
necessary and sufficient conditions ±ØÒª³ä·ÖµÄÌõ¼þ
necessary and sufficient statistic ±ØÒª³ä·Öͳ¼ÆÁ¿
necessary condition ±ØÒªÌõ¼þ
necessity ±ØÈ»ÐÔ
negation ·ñ¶¨
negation sign ·ñ¶¨·ûºÅ
negation symbol ·ñ¶¨·ûºÅ
negative ¸ºÊý
negative angle ¸º½Ç
negative binomial distribution ¸º¶þÏî·Ö²¼
negative complex ¸º¸´ÐÎ
negative correlation ¸ºÏà¹Ø
negative definite form ¸º¶¨ÐÍ
negative definite hermitian form ¸º¶¨°£¶ûÃ×ÌØÐÎʽ
negative definite quadratic form ¸º¶¨¶þ´ÎÐÎʽ
negative function ¸ºº¯Êý
negative number ¸ºÊý
negative operator ¸ºËã×Ó
negative parity ¸ºµç×è
negative part ¸º²¿·Ö
negative particular proposition ·ñ¶¨ÌسÆÃüÌâ
negative proposition ·ñ¶¨ÃüÌâ
negative rotation ·´Ê±Õë·½ÏòÐýת
negative semidefinite °ë¸º¶¨µÄ
negative semidefinite eigenvalue problem °ë¸º¶¨ÌØÕµÎÊÌâ
negative semidefinite form °ë¸º¶¨ÐÍ
negative semidefinite quadratic form °ë¸º¶¨¶þ´ÎÐÎʽ
negative sign ¸ººÅ
negative skewness ¸ºÆ«Ð±ÐÔ
negative variation ¸º±ä²î
negligible quantity ¿É³ýÁ¿
neighborhood ÁÚÓò
neighborhood base ÁÚÓò»ù
neighborhood basis ÁÚÓò»ù
neighborhood filter ÁÚÓòÂË×Ó
neighborhood retract ÁÚÓòÊÕËõºË
neighborhood space ÁÚÓò¿Õ¼ä
neighborhood system ÁÚÓòϵ
neighborhood topology ÁÚÓòÍØÆË
neighboring vertex ÁÚ½üÏîµã
nephroid ÉöÔàÏß
nerve Éñ¾­
nested intervals Çø¼äÌ×
net Íø
net function Íø¸ñº¯Êý
net of curves ÇúÏßÍø
net of lines Ö±ÏßÍø
network ÍøÂç
network analysis ÍøÂç·ÖÎö
network flow problem ÍøÂçÁÊÌâ
network matrix ÍøÂç¾ØÕó
neumann boundary condition ÅµÒÁÂü±ß½çÌõ¼þ
neumann function ÅµÒÁÂüº¯Êý
neumann problem ÅµÒÁÂüÎÊÌâ
neumann series ÅµÒÁÂü¼¶Êý
neutral element ÁãÔªËØ
neutral line ÖÐÏß
neutral plane ÖÐÐÔÆ½Ãæ
neutral point ÖÐÐÔµã
newton diagram Å£¶Ù¶à±ßÐÎ
newton formula Å£¶Ù¹«Ê½
newton identities Å£¶ÙºãµÈʽ
newton interpolation polynomial Å£¶Ù²åÖµ¶àÏîʽ
newton method Å£¶Ù·¨
newton potential Å£¶ÙÎ»ÊÆ
newtonian mechanics Å£¶ÙÁ¦Ñ§
nice function ¼Ñº¯Êý
nil ideal ÁãÀíÏë
nil radical ÃÝÁã¸ù»ù
nilalgebra ÃÝÁã´úÊý
nilpotency ÃÝÁã
nilpotent ÃÝÁã
nilpotent algebra ÃÝÁã´úÊý
nilpotent element ÃÝÁãÔªËØ
nilpotent group ÃÝÁãȺ
nilpotent ideal ÃÝÁãÀíÏë
nilpotent matrix ÃÝÁã¾ØÕó
nilpotent radical ÃÝÁã¸ù»ù
nine point circle ¾ÅµãÔ²
nine point finite difference scheme ¾ÅµãÓÐÏÞ²î·Ö¸ñʽ
niveau line µÈλÏß
niveau surface µÈÎ»Ãæ
nodal curve ½áµãÇúÏß
nodal line ½»µãÏß
nodal point ½Úµã
node ½Úµã
node locus ½áµã¹ì¼£
node of a curve ÇúÏߵĽáµã
noetherian category ÅµÌØ·¶³ë
noetherian object ÅµÌضÔÏó
nomogram Ëãͼ
nomographic ÁÐÏßͼµÄ
nomographic chart Ëãͼ
nomography Í¼Ëã·¨
non additivity ·Ç¼ÓÐÔ
non archimedean geometry ·Ç°¢»ùÃ׵¼¸ºÎ
non archimedean valuation ·Ç°¢»ùÃ׵¸³Öµ
non countable set ²»¿ÉÊý¼¯
non critical point ·ÇÆæµã
non denumerable ²»¿ÉÊýµÄ
non denumerable set ²»¿ÉÊý¼¯
non developable ruled surface ·Ç¿ÉÕ¹Ö±ÎÆÇúÃæ
non enumerable set ²»¿ÉÊý¼¯
non euclidean geometry ·ÇÅ·¼¸ÀïµÃ¼¸ºÎѧ
non euclidean motion ·ÇÅ·¼¸ÀïµÃÔ˶¯
non euclidean space ·ÇÅ·¼¸ÀïµÃ¿Õ¼ä
non euclidean translation ·ÇÅ·¼¸ÀïµÃÆ½ÒÆ
non euclidean trigonometry ·ÇÅ·¼¸ÀïµÃÈý½Çѧ
non homogeneity ·ÇÆë
non homogeneous chain ·ÇÆë´ÎÂí¶û¿É·òÁ´
non homogeneous markov chain ·ÇÆë´ÎÂí¶û¿É·òÁ´
non isotropic plane ·ÇÃÔÏòÆ½Ãæ
non linear ·ÇÏßÐÔµÄ
non negative semidefinite matrix ·Ç¸º°ëÕý¶¨Õó
non oriented graph ÎÞÏòͼ
non parametric test ÎÞ·Ö²¼¼ìÑé
non pascalian geometry ·ÇÅÄ˹¿¨¼¸ºÎ
non ramified extension ·Ç·ÖÆçÀ©ÕÅ
non rational function ÎÞÀí·ÖÊý
non relativistic approximation ·ÇÏà¶ÔÐÔ½üËÆ
non reversibility ²»¿ÉÄæÐÔ
non singular ·ÇÆæµÄ
non stationary random process ²»Æ½ÎÈËæ»ú¹ý³Ì
non steady state ²»Îȶ¨×´Ì¬
non symmetric ·Ç¶Ô³ÆµÄ
non symmetry ·Ç¶Ô³Æ
non zero sum game ·ÇÁãºÍ¶Ô²ß
nonabsolutely convergent series ·Ç¾ø¶ÔÊÕÁ²¼¶Êý
nonagon ¾Å±ßÐÎ
nonassociate ·Ç½áºÏµÄ
nonassociative ring ·Ç½áºÏ»·
nonbasic variable ·Ç»ù±¾±äÁ¿
noncentral chi squre distribution ·ÇÖÐÐÄ·Ö²¼
noncentral f distribution ·ÇÖÐÐÄf·Ö²¼
noncentral t distribution ·ÇÖÐÐÄt·Ö²¼
noncentrality parameter ·ÇÖÐÐIJÎÊý
nonclosed group ·Ç±ÕȺ
noncommutative group ·Ç½»»»Èº
noncommutative ring ·Ç½»»»»·
noncommutative valuation ·Ç½»»»¸³Öµ
noncommuting operators ·Ç½»»»Ëã×Ó
noncomparable elements ·Ç¿É±ÈÔªËØ
nondegeneracy ·ÇÍË»¯
nondegenerate collineation ·ÇÍË»¯Ö±Éä±ä»»
nondegenerate conic ·ÇÍË»¯¶þ´ÎÇúÏß
nondegenerate critical point ·ÇÍË»¯ÁÙ½çµã
nondegenerate distribution ·ÇÍË»¯·Ö²¼
nondegenerate set ·ÇÍË»¯¼¯
nondense set Ê輯
nondenumerability ²»¿ÉÊýÐÔ
nondeterministic automaton ²»È·¶¨ÐÔ×Ô¶¯»ú
nondiagonal element ·Ç¶Ô½ÇÔª
nondiscrete space ·ÇÀëÉ¢¿Õ¼ä
nonexistence ²»´æÔÚÐÔ
nonfinite set ·ÇÓÐÏÞ¼¯
nonholonomic constraint ²»ÍêÈ«Ô¼Êø
nonhomogeneity ·ÇÆëÐÔ
nonhomogeneous ·ÇÆë´ÎµÄ
nonhomogeneous linear boundary value problem ·ÇÆë´ÎÏßÐÔ±ßÖµÎÊÌâ
nonhomogeneous linear differential equation ·ÇÆë´ÎÏßÐÔ΢·Ö·½³Ì
nonhomogeneous linear system of differential equations ·ÇÆë´ÎÏßÐÔ΢·Ö·½³Ì×é
nonisotropic line ·ÇÃÔÏòÏß
nonlimiting ordinal ·Ç¼«ÏÞÐòÊý
nonlinear equation ·ÇÏßÐÔ·½³Ì
nonlinear functional analysis ·ÇÏßÐÔ·ºº¯·ÖÎö
nonlinear lattice dynamics ·ÇÏßÐÔµãÕóÁ¦Ñ§
nonlinear operator ·ÇÏßÐÔËã×Ó
nonlinear optimization ·ÇÏßÐÔ×îÓÅ»¯
nonlinear oscillations ·ÇÏßÐÔÕñ¶¯
nonlinear problem ·ÇÏßÐÔÎÊÌâ
nonlinear programming ·ÇÏßÐÔ×îÓÅ»¯
nonlinear restriction ·ÇÏßÐÔÏÞÖÆ
nonlinear system ·ÇÏßÐÔϵͳ
nonlinear trend ·ÇÏßÐÔÇÆ
nonlinear vibration ·ÇÏßÐÔÕñ¶¯
nonlinearity ·ÇÏßÐÔ
nonlogical axiom ·ÇÂß¼­¹«Àí
nonlogical constant ·ÇÂß¼­³£Êý
nonmeager set ·Çƶ¼¯
nonmeasurable set ²»¿É²â¼¯
nonnegative divisor ·Ç¸º³ýÊý
nonnegative number ·Ç¸ºÊý
nonnumeric algorithm ·ÇÊýÖµµÄËã·¨
nonorientable contour ²»¿É¶¨ÏòÖÜÏß
nonorientable surface ²»¿É¶¨ÏòµÄÇúÃæ
nonorthogonal factor ·ÇÕý½»Òò×Ó
nonparametric confidence region ·Ç²ÎÊýÖÃÐÅÇøÓò
nonparametric estimation ·Ç²ÎÊý¹À¼Æ
nonparametric method ·Ç²ÎÊý·¨
nonparametric test ·Ç²ÎÊý¼ì¶¨
nonperfect set ·ÇÍ걸¼¯
nonperiodic ·ÇÖÜÆÚµÄ
nonperiodical function ·ÇÖÜÆÚº¯Êý
nonplanar graph ·ÇÆ½ÃæÍ¼ÐÎ
nonprincipal character ·ÇÖØÕê
nonrandom sample ·ÇËæ»úÑù±¾
nonrandomized test ·ÇËæ»ú»¯¼ìÑé
nonrational function ·ÇÓÐÀíº¯Êý
nonremovable discontinuity ·Ç¿ÉÈ¥²»Á¬Ðøµã
nonrepresentative sampling ·Ç´ú±í³éÑù
nonresidue ·ÇÊ£Óà
nonsense correlation ²úÉú´í¾õÏà¹Ø
nonsingular bilinear form ·ÇÆæË«ÏßÐÔÐÍ
nonsingular curve ·ÇÆæÇúÏß
nonsingular linear transformation ·ÇÍË»¯ÏßÐԱ任
nonsingular matrix ·ÇÍË»¯Õó
nonspecial group ·ÇÌØÊâȺ
nonstable ²»Îȶ¨µÄ
nonstable homotopy group ·ÇÎȶ¨µÄͬÂ×Ⱥ
nonstandard analysis ·Ç±ê×¼·ÖÎö
nonstandard model ·Ç±ê׼ģÐÍ
nonstandard numbers ·Ç±ê×¼Êý
nonsymmetric relation ·Ç¶Ô³Æ¹ØÏµ
nonsymmetry ·Ç¶Ô³Æ
nontangential ²»ÏàÇеÄ
nontrivial element ·Çƽ·²ÔªËØ
nontrivial solution ·Çƽ·²½â
nonuniform convergence ·ÇÒ»ÖÂÊÕÁ²
nonvoid proper subset ·Ç¿ÕÕæ×Ó¼¯
nonvoid set ·Ç¿Õ¼¯
nonzero vector ·ÇÁãÏòÁ¿
norm ·¶Êý
norm axioms ·¶Êý¹«Àí
norm form ·¶ÐÎʽ
norm of a matrix ÕóµÄ·¶Êý
norm of vector ÏòÁ¿µÄÄ£
norm preserving mapping ±£·¶Ó³Éä
norm residue ·¶ÊýÊ£Óà
norm residue symbol ·¶ÊýÊ£Óà·ûºÅ
norm topology ·¶ÍØÆÓ
normability ¿ÉÄ£ÐÔ
normal ·¨Ïß
normal algorithm Õý¹æËã·¨
normal basis theorem Õý¹æ»ù¶¨Àí
normal bundle ·¨´Ô
normal chain Õý¹æÁ´
normal cone ·¨×¶Ãæ
normal congruence ·¨»ã
normal coordinates Õý¹æ×ø±ê
normal correlation Õý̬Ïà¹Ø
normal curvature ·¨ÇúÂÊ
normal curvature vector ·¨ÇúÂÊÏòÁ¿
normal curve Õý¹æÇúÏß
normal density Õý¹æÃܶÈ
normal derivative ·¨Ïòµ¼Êý
normal dispersion Õý³£É«É¢
normal distribution Õý̬·Ö²¼
normal distribution function Õý̬·Ö²¼º¯Êý
normal equations Õý¹æ·½³Ì
normal error model Õý¹æÎó²îÄ£ÐÍ
normal extension Õý¹æ¿ªÍØ
normal family Õý¹æ×å
normal force ·¨ÏòÁ¦
normal form ±ê×¼ÐÍ
normal form problem ±ê×¼ÐÎÎÊÌâ
normal form theorem Õý¹æÐÎʽ¶¨Àí
normal function Õý¹æº¯Êý
normal homomorphism Õý¹æÍ¬Ì¬
normal integral Õý¹æ»ý·Ö
normal linear operator Õý¹æÏßÐÔËã×Ó
normal mapping Õý¹æÓ³Éä
normal matrix Õý¹æ¾ØÕó
normal number Õý¹æÊý
normal operator Õý¹æËã×Ó
normal order Á¼Ðò
normal plane ·¨Ãæ
normal polygon Õý¹æ¶à½ÇÐÎ
normal polynomial Õý¹æ¶àÏîʽ
normal population Õý̬×ÜÌå
normal probability paper Õý̬¸ÅÂÊÖ½
normal process ¸ß˹¹ý³Ì
normal sequence Õý¹æÐòÁÐ
normal series Õý¹æÁÐ
normal set Á¼Ðò¼¯
normal simplicial mapping Õý¹æµ¥ÐÎÓ³Éä
normal solvable operator Õý¹æ¿É½âËã×Ó
normal space Õý¹æ¿Õ¼ä
normal surface ·¨ÇúÃæ
normal tensor Õý¹æÕÅÁ¿
normal to the surface ÇúÃæµÄ·¨Ïß
normal valuation Õý¹æ¸³Öµ
normal variate Õý³£±äÁ¿
normal variety Õý¹æ´Ø
normal vector ·¨ÏòÁ¿
normality Õý¹æÐÔ
normalization ±ê×¼»¯
normalization theorem Õý¹æ»¯¶¨Àí
normalize Õý¹æ»¯
normalized basis Õý¹æ»¯»ù
normalized function ¹æ·¶»¯º¯Êý
normalized variate Õý¹æ»¯±äÁ¿
normalized vector Õý¹æ»¯ÏòÁ¿
normalizer Õý¹æ»¯×Ó
normalizing factor ÕýÔò»¯ÒòÊý
normed algebra ¸³·¶´úÊý
normed linear space ¸³·¶ÏßÐÔ¿Õ¼ä
normed space ¸³·¶ÏßÐÔ¿Õ¼ä
northwest corner rule ±±Îç½**æÔò
notation ¼Ç·¨
notation free from bracket ÎÞÀ¨ºÅ¼ÇºÅ
notation of backus °Í¿ÆË¹¼ÇºÅ
notion ¸ÅÄî
nought Áã
nowhere convergent sequence ÎÞ´¦ÊÕÁ²ÐòÁÐ
nowhere convergent series ÎÞ´¦ÊÕÁ²¼¶Êý
nowhere dense ÎÞ´¦³íÃܵÄ
nowhere dense set ÎÞ´¦³íÃܵ㼯
nowhere dense subset ÎÞ´¦³íÃÜ×Ó¼¯
nuclear operator ºËËã×Ó
nuclear space ºË¿Õ¼ä
nucleus of an integral equation »ý·Ö·½³ÌµÄºË
null Áã
null class ÁãÀà
null divisor ÁãÒò×Ó
null ellipse ÁãÍÖÔ²
null function Á㺯Êý
null hypothesis Ðé¼ÙÉè
null line ÁãÏß
null matrix Áã¾ØÕó
null method ºâÏû·¨
null plane ÁãÃæ
null point Áãµã
null ray ÁãÉäÏß
null relation Áã¹ØÏµ
null representation Áã±íʾ
null sequence ÁãÐòÁÐ
null set ¿Õ¼¯
null solution Áã½â
null system Áãϵ
null transformation Áã±ä»»
null vector ÁãÏòÁ¿
nullity ÍË»¯½×Êý
nullring Áã»·
nullspace Áã¿Õ¼ä
number Êý
number defined by cut ÇжÏÊý
number defined by the dedekind cut ÇжÏÊý
number field ÊýÓò
number interval ÊýÇø¼ä
number line ÊýÖµÖá
number notation Êý¼Ç·¨
number of partitions »®·ÖÊý
number of repetitions Öظ´Êý
number of replications Öظ´Êý
number of sheets Ò¶Êý
number sequence ÊýÁÐ
number set Êý¼¯
number system Êýϵ
number theory ÊýÂÛ
number variable Êý±äÁ¿
numeration ¼ÆËã
numerator ·Ö×Ó
numeric representation of information ÐÅÏ¢µÄÊýÖµ±íʾ
numerical ÊýÖµµÄ
numerical algorithm ÊýÖµËã·¨
numerical axis ÊýÖµÖá
numerical calculation ÊýÖµ¼ÆËã
numerical coding ÊýÖµ±àÂë
numerical coefficient Êý×ÖϵÊý
numerical computation ÊýÖµ¼ÆËã
numerical constant ÊýÖµ³£Êý
numerical data ÊýÖµÊý¾Ý
numerical determinant Êý×ÖÐÐÁÐʽ
numerical differentiation Êýֵ΢·Ö
numerical equality ÊýÖµµÈʽ
numerical equation Êý×Ö·½³Ì
numerical error ÊýÖµÎó²î
numerical example ÊýÖµÀý
numerical function ÊýÖµº¯Êý
numerical inequality ÊýÖµ²»µÈʽ
numerical integration ÊýÖµ»ý·Ö·¨
numerical invariant ²»±äÊý
numerical mathematics ÊýÖµÊýѧ
numerical method ÊýÖµ·¨
numerical model ÊýֵģÐÍ
numerical operator Êý×ÖËã×Ó
numerical quadrature ÊýÖµ»ý·Ö·¨
numerical series ÊýÖµ¼¶Êý
numerical solution ÊýÖµ½â
numerical solution of linear equations ÏßÐÔ·½³Ì×éµÄÊýÖµ½â·¨
numerical stability ÊýÖµÎȶ¨ÐÔ
numerical table Êý±í
numerical value ÊýÖµ
numerical value equation ÊýÖµ·½³Ì
nutation Õ¶¯
obelisk ·½¼âÐÎ
object ¶ÔÏó
object language ¶ÔÏóÓïÑÔ
object variable ¶ÔÏó±äÊý
objective analysis ¿Í¹Û·ÖÎö
objective function Ä¿±êº¯Êý
oblate ellipsoid ±âÍÖÃæ
oblate spheroid ±âÍÖÃæ
oblique angle Ð±½Ç
oblique angled Ð±½ÇµÄ
oblique astroid Ð±ÐÇÐÎÏß
oblique circular cone Ð±Ô²×¶
oblique circular cylinder Ð±Ô²Öù
oblique cone Ð±Ô²×¶
oblique coordinate system Ð±½Ç×ø±êϵ
oblique coordinates Ð±½Ç×ø±ê
oblique parallelepiped Ð±ÁùÃæÌå
oblique prism Ð±ÀâÖù
oblique pyramid Ð±Àâ×¶
oblique strophoid Ð±»·Ëß
oblique triangle Ð±Èý½ÇÐÎ
observable ¿É¹Û²âµÄ
observable component ¿É¹Û²â·ÖÁ¿
observation ¹Û²â
observation function ¹Û²âº¯Êý
observational error ¹Û²âÎó²î
observer ¹Û²ìÆ÷¹Û²âÔ±
obstruction Õϰ­
obstruction cocycle Õϰ­±ÕÉÏÁ´
obstruction theory Õϰ­ÀíÂÛ
obstruction to lifting f ÌáÉýµÄÕϰ­
obtuse ¶ÛµÄ
obtuse angle ¶Û½Ç
obtuse triangle ¶Û½ÇÈý½ÇÐÎ
octagon °Ë½ÇÐÎ
octahedral °ËÃæÌå
octahedral form °ËÃæÌåÐÎʽ
octahedral group °ËÃæÌåȺ
octahedron °ËÃæÌå
octal digit °Ë½øÖÆÊý×Ö
octal notation °Ë½ø¼ÇÊý·¨
octal system °Ë½øÖÆÏµ
octant ØÔÏÞ
octuple °Ë±¶µÄ
odd ÆæµÄ
odd dimensional space ÆæÎ¬¿Õ¼ä
odd even check ÆæÅ¼Ð£Ñé
odd function Ææº¯Êý
odd number ÆæÊý
odd parity ¸ºµç×è
odd permutation ÆæÖû»
oddness ÆæÊýÐÔ
omega consistent ÏàÈÝÐÔ
omega group Èº
one address µ¥µØÖ·
one address instruction µ¥µØÖ·Ö¸Áî
one digit µ¥Î»µÄ
one dimensional Ò»Î¬µÄ
one dimensional boundary value problem Ò»Î¬±ßÖµÎÊÌâ
one dimensional differential equation Ò»Î¬Î¢·Ö·½³Ì
one dimensional integral µ¥»ý·Ö
one dimensional space Ò»Î¬¿Õ¼ä
one figure µ¥Î»µÄ
one figure number µ¥Î»Êý
one parameter µ¥²ÎÊýµÄ
one parameter family of curves ÇúÏߵĵ¥²ÎÊý×å
one place number µ¥Î»Êý
one place predicate calculus Ò»ÔªÎ½´ÊÑÝËã
one point compactification µ¥µã½ô»¯
one point set ÍË»¯¼¯
one point union Ò»µã²¢
one sample method µ¥Ñù±¾·¨
one sided µ¥²àµÄ
one sided continuity µ¥²àÁ¬ÐøÐÔ
one sided derivative µ¥±ßµ¼Êý
one sided differentiability µ¥²à¿É΢ÐÔ
one sided limit µ¥²à¼«ÏÞ
one sided lower approximate limit µ¥²àϽüËÆ¼«ÏÞ
one sided surface µ¥²àÇúÃæ
one sided test µ¥²à¼ìÑé
one sided upper approximate limit µ¥²àÆ«´ó½üËÆ¼«ÏÞ
one term µ¥ÏîµÄ
one to many correspondence Ò»¶Ô¶à¶ÔÓ¦
one to many mapping Ò»¶Ô¶àÓ³Éä
one to one Ò»¶ÔÒ»µÄ
one to one correspondence Ò»Ò»¶ÔÓ¦
one to one mapping Ò»Ò»Ó³Éä
one to one relation Ò»Ò»¹ØÏµ
one to one sequence Ò»Ò»ÐòÁÐ
one valued µ¥ÖµµÄ
one valued function µ¥Öµº¯Êý
onevaluedness µ¥ÖµÐÔ
onto hpmpmprphism ÂúÉä̬ͬ
onto mapping ÂúÉä
open ball ¿ªÇò
open base ¿ªµ×
open cover ¿ª¸²¸Ç
open disk ¿ªÔ²ÅÌ
open interval ¿ªÇø¼ä
open manifold ¿ªÁÎ
open map ¿ªÓ³Éä
open mapping theorem ¿ªÓ³É䶨Àí
open neighborhood ¿ªÁÚÓò
open ordered set ¿ªÓÐÐò¼¯
open parallelepiped ¿ªÆ½ÐÐÁùÃæÌå
open rectangular parallelepiped ¿ª³¤·½Ìå
open relation ¿ª¹ØÏµ
open segment ¿ªÏß¶Î
open semicircle ¿ª°ëÔ²
open set ¿ª¼¯
open sphere ¿ªÇò
open star ¿ªÐÇÐÎ
open subprogram ¿ªÐÍ×Ó³ÌÐò
open subroutine ¿ªÐÍ×Ó³ÌÐò
open surface ¿ªÇúÃæ
operand ÔËËã¶ÔÏó
operating characteristic ÔËËãÌØÕ÷
operating system ¿ØÖÆÏµÍ³
operation ÔËËã
operation code ²Ù×ë
operation of symmetric difference ¶Ô³Æ²îÔËËã
operational ÔËËãµÄ
operational amplifler ÔËËã·Å´óÆ÷
operational calculus Ëã×ÓÑÝËã
operational code ²Ù×ë
operational research Ô˳ïѧ
operational unit ÔËË㲿¼þ
operations research Ô˳ïѧ
operator Ëã×Ó
operator algebra Ëã×Ó´úÊý
operator automorphism Ëã×Óͬ¹¹
operator domain Ëã×ÓÓò
operator equation Ëã×Ó·½³Ì
operator function Ëã×Óº¯Êý
operator homomorphism Ëã×Ó̬ͬ
operator isomorphism Ëã×Óͬ¹¹
operator method ·ûºÅ·¨
operator norm Ëã×Ó·¶Êý
operator of finite rank ÓÐÏÞÖÈËã×Ó
operator set Ëã×ÓÓò
operator valued function Ëã×Óº¯Êý
oppose ·´¶Ô
opposite ÄæµÄ
opposite angles ¶Ô½Ç
opposite category ¶Ôż·¶³ë
opposite sidesʦﱧ
opposite sign µ¼ºÅ
opposite vector ·´ÏòÏòÁ¿
opposite vertex ¶Ô¶¥
opposition ¶ÔÁ¢
optimal ×î¼ÑµÄ
optimal control ×îÓÅ¿ØÖÆ
optimal disjunctive normal form ×îÓÅÎöÈ¡·¶Ê½
optimal normal form ×îÓűê×¼ÐÎ
optimal policy ×îÓŲßÂÔ
optimal position ×îÓÅλÖÃ
optimal process ×îÓŹý³Ì
optimal step size ×îÓŲ½³¤
optimal strategy ×îÓŲßÂÔ
optimal trajectory ×îÓŹìµÀ
optimal value function ×îÓÅÖµº¯Êý
optimality ×îÓÅÐÔ
optimality criterion ×îÓÅÐÔÅбð
optimality policy ×îÓŲßÂÔ
optimality principle ×îÓÅÐÔÔ­Àí
optimalization problem ×îÓÅ»¯ÎÊÌâ
optimally useful direction ×îÓÅ¿ÉÓ÷½Ïò
optimization ×îÓÅ»¯
optimization of scheduling ¹¤ÐòµÄ×îÓÅ»¯
optimization problem ×îÓÅ»¯ÎÊÌâ
optimum ×î¼Ñ
optimum conditions ×îÓÅÌõ¼þ
optimum programming ×îÓŹ滮
optimum solution ×îÓŽâ
optimum strategy ×îÓŲßÂÔ
optimum system ×î¼Ñϵͳ
optimum system control ×î¼Ñϵͳ¿ØÖÆ
optimum value ×îÓÅÖµ
optional sampling ÈÎÒâ³éÑù
optional selection ÈÎÒâ³éÑù
orbit ¹ìµÀ
orbit curve ¹ìµÀÇúÏß
orbit determination ¹ìµÀ¼ÆËã
orbit space ¹ìµÀ¿Õ¼ä
orbital stability ¹ìµÀÎȶ¨ÐÔ
order ´ÎÊý
order bounded set ÓÐÐòÓн缯
order boundedness ÓÐÐòÓнçÐÔ
order code Ö¸ÁîÂë
order complete set ÓÐÐòÍêÈ«¼¯
order continuous topology ÓÐÐòÁ¬ÐøµÄÍØÆË
order convergence ÓÐÐòÊÕÁ²
order function Ðòº¯Êý
order homomorphic group Ðò̬ͬȺ
order homomorphic image Ðò̬ͬÏó
order homomorphism Ðò̬ͬ
order homomorphism operator Ðò̬ͬËã×Ó
order interval ÓÐÐòÇø¼ä
order isomorphic field Ðòͬ¹¹Óò
order isomorphic group Ðòͬ¹¹Èº
order of a differential equation Î¢·Ö·½³ÌµÄ½×
order of a group ÈºµÄ½×
order of an infinitesimal ÎÞÇîСµÄ½×
order of approximation ±Æ½üµÄ½×
order of branch point Ö§µãµÄ½×Êý
order of contact ½Ó´¥¶È
order of convergence ÊÕÁ²µÄ½×
order of infinities ÎÞÇî´óµÄ½×
order of infinity ÎÞÇî´óµÄ½×
order of magnitude ¾ø¶ÔÖµµÄ½×
order of polynomial ¶àÏîʽµÄ½×
order of rational integral function ÓÐÀíÕûº¯ÊýµÄ½×
order of units Î»Êý
order of zero point ÁãµãµÄ½×
order preserving correspondence ±£Ðò¶ÔÓ¦
order preserving isomorphism ±£Ðòͬ¹¹
order register Ö¸Áî¼Ä´æÆ÷
order relation Ðò¹ØÏµ
order simple group Ðòµ¥Èº
order statistic Ë³Ðòͳ¼ÆÁ¿
order type ÓÐÐòÐÍ
ordered ÓÐÐòµÄ
ordered chain complex ÓÐÐòÁ´¸´ÐÎ
ordered factor group ÓÐÐòÉÌȺ
ordered field ÓÐÐòÓò
ordered group ÓÐÐòȺ
ordered linear space ÓÐÐòÏßÐÔ¿Õ¼ä
ordered module ÓÐÐòÄ£
ordered pair Ðò¶Ô
ordered product ÓÐÐò»ý
ordered sample ÓÐÐòÑù±¾
ordered set ÓÐÐò¼¯
ordered set bounded below ÏÂÓнçÓÐÐò¼¯
ordered simplex ÓÐÐòµ¥ÐÎ
ordered singular boundary ÓÐÐòÆæÒì±ß½ç
ordered triplet ÓÐÐòÈý¸öÒ»×é
orderisomorphism Ðòͬ¹¹
orderpreserving relation ±£Ðò¹ØÏµ
ordinal ÐòÊý
ordinal number ÐòÊý
ordinal number class ÐòÊýÀà
ordinal number of the second class µÚ¶þÀàµÄÐòÊý
ordinal product ÐòÊý»ý
ordinal series ÐòÊýÁÐ
ordinal type ÓÐÐòÐÍ
ordinary µ¼³£µÄ
ordinary differential equation ³£Î¢·Ö·½³Ì
ordinary differential operator ³£Î¢·ÖËã×Ó
ordinary dirichlet series µÒÀû¿ËÀ×¼¶Êý
ordinary integral element Ñ°³£»ý·ÖÔªËØ
ordinary linear differential equation ÏßÐÔ³£Î¢·Ö·½³Ì
ordinary multiple point Ñ°³£¶àÖØµã
ordinary point µ¥µã
ordinary singularity Ñ°³£Ææµã
ordinate ×Ý×ø±ê
ordinate axis ×ÝÖá
orient ¶¨Ïò
orientability ¿É¶¨ÏòÐÔ
orientable ¿É¶¨ÏòµÄ
orientable surface ¿É¶¨ÏòÇúÃæ
orientation ¶¨Ïò
orientation class ¶¨ÏòÀà
orientation of surface ÇúÃæµÄ¶¨Ïò
orientation of torsion ÄÓÂʵ͍Ïò
orientation preserving automorphism ±£³Ö¶¨Ïò×Ôͬ¹¹
orientation preserving isomorphism ±£³Ö¶¨Ïòͬ¹¹
orientation preserving parameter transformation ±£³Ö¶¨Ïò²ÎÊý±ä»»
orientation reversing ·´×ª¶¨ÏòµÄ
oriented chain complex ÓÐÏòÁ´¸´ÐÎ
oriented circle ÓÐÏòÔ²
oriented contour ÓÐÏòΧµÀ
oriented element ÓÐÏòÔª
oriented homology group ÓÐÏòͬµº
oriented intersection ÓÐÏò½»²æ
oriented line ÓÐÏòÖ±Ïß
oriented plane ÓÐÏòÆ½Ãæ
oriented polygon ÓÐÏò¶à½ÇÐÎ
oriented space ÓÐÏò¿Õ¼ä
oriented sphere bundle ÓÐÏòÇò´Ô
oriented surface ÓÐÏòÇúÃæ
origin ×ø±êµÄÔ­µã
origin of coordinates ×ø±êµÄÔ­µã
original ³õʼµÄ
ortho pinacoid Õý½»Æ½ÐÐË«Ãæ
orthocenter ´¹ÐÄ
orthocentric ´¹ÐĵÄ
orthocentric quadrangle ´¹ÐÄËıßÐÎ
orthocentric tetrahedron ´¹ÐÄËÄÃæÌå
orthocomplement Õý½»²¹
orthogonal Ö±½»µÄ
orthogonal axonometry ÕýÖá²âÉäÓ°·¨
orthogonal basis Õý½»»ù
orthogonal circle Õý½»Ô²
orthogonal complement Õý½»²¹
orthogonal coordinate system Õý½»×ø±êϵ
orthogonal coordinates Õý½»×ø±ê
orthogonal decomposition Õý½»·Ö½â
orthogonal expansion Õý½»º¯ÊýÕ¹¿ª
orthogonal functions Õý½»º¯Êý
orthogonal groups Õý½»Èº
orthogonal involution Õý½»¶ÔºÏ
orthogonal matrix Õý½»¾ØÕó
orthogonal polynomial expansion Õý½»¶àÏîʽչ¿ª
orthogonal polynomials Õý½»¶àÏîʽ
orthogonal projection ÕýÉäÓ°
orthogonal projector Õý½»ÉäÓ°Ëã×Ó
orthogonal sequence Õý½»ÐòÁÐ
orthogonal series Õý½»¼¶Êý
orthogonal space Õý½»¿Õ¼ä
orthogonal square Õý½»·½¸ñ
orthogonal stochastic process Õý½»Ëæ»ú¹ý³Ì
orthogonal subspaces Õý½»×Ó¿Õ¼ä
orthogonal substitution Õý½»´ú»»
orthogonal sum Õý½»ºÍ
orthogonal system Õý½»Ïµ
orthogonal tests ¶ÀÁ¢¼ìÑé
orthogonal trajectory Õý½»¹ìÏß
orthogonal transformation Õý½»±ä»»
orthogonal vectors Õý½»ÏòÁ¿
orthogonality Õý½»ÐÔ
orthogonality of columns ÁÐÕý½»ÐÔ
orthogonality of lines ÐÐÕý½»ÐÔ
orthogonality relation Õý½»¹ØÏµ
orthogonality rows ÐÐÕý½»ÐÔ
orthogonalization procedure Õý½»»¯¹ý³Ì
orthogonalization process Õý½»»¯¹ý³Ì
orthogonally irreducible representation Õý½»²»¿ÉÔ¼±íʾ
orthography ÕýͶӰ·¨
orthoheliotropism Ö±ÏòÑôÐÔ
orthohexagonal ÕýÁù·½µÄ
orthomorphism Õý½»Éä
orthonormal ¹æ¸ñ»¯Õý½»µÄ
orthonormal basis ±ê×¼Õý½»»ù
orthonormal sequence ±ê×¼Õý½»ÐòÁÐ
orthonormality ±ê×¼Õý½»ÐÔ
orthonormalization ±ê×¼Õý½»»¯
orthonormalization process ±ê×¼Õý½»»¯¹ý³Ì
orthonormalized basis ±ê×¼Õý½»»¯»ù
orthopole Õý½»¼«
orthotomy ÃæÕý½»ÐÔ
oscillate Õñ¶¯
oscillating divergent series Õñ¶¯·¢É¢¼¶Êý
oscillating infinite determinant Õñ¶¯ÎÞÇîÐÐÁÐʽ
oscillating series Õñµ´¼¶Êý
oscillation Õñ¶¯
oscillation equation Õñ¶¯·½³Ì
oscillation function Õñ¶¯º¯Êý
oscillation of a function º¯ÊýµÄÕñ·ù
oscillation theorem Õñ¶¯¶¨Àí
oscillatory Õñ¶¯µÄ
osculating circle ÃÜÇÐÔ²
osculating cone ÃÜÇÐ×¶Ãæ
osculating conic ÃÜÇжþ´ÎÇúÏß
osculating curve ÃÜÇÐÇúÏß
osculating figure ÃÜÇÐͼÐÎ
osculating helix ÃÜÇÐÂÝÐýÏß
osculating parabola ÃÜÇÐÅ×ÎïÏß
osculating plane ÃÜÇÐÆ½Ãæ
osculating quadric ÃÜÇжþ´ÎÇúÃæ
osculating sphere ÃÜÇÐÇòÃæ
osculation ÃÜÇÐ
osculatory ÃÜÇеÄ
outdegree ³ö¶È
outer ÍⲿµÄ
outer automorphism Íâ×Ôͬ¹¹
outer boundary Íâ±ß½ç
outer capacity ÍâÈÝÁ¿
outer diameter Íâ¾¶
outer direct product ÍâÖ±»ý
outer lebesgue measure ÀÕ±´¸ñÍâ²â¶È
outer measure Íâ²â¶È
outer point Íâµã
outer product Íâ»ý
outer semidirect product Íâ°ëÖ±»ý
output Êä³ö
output alphabet Êä³ö×Öĸ±í
output device Êä³ö×°ÖÃ
output function Êä³öº¯Êý
output quantity Êä³öÁ¿
output signal Êä³öÐźÅ
output state Êä³ö״̬
output unit Êä³öÉ豸
outside Íⲿ
outward normal Íâ·¨Ïß
oval ÂÑÐÎÏß
oval surface ÂÑÐÎÇúÃæ
overconvergence ¹ý¶ÈÊÕÁ²
overcrossing point ÉϽ»²æµã
overdetermined problem ³¬¶¨ÎÊÌâ
overdetermined system ³¬¶¨×é
overdetermined system of partial differential equations Æ«Î¢·Ö·½³ÌµÄ³¬¶¨×é
overfield À©ÕÅÓò
overflow Òç³ö
overidentification ¹ý·Öʶ±ð
overlap ½»µþ
overlapping domains ½»µþÓò
overrelaxation ³¬ËɳÚ
p adic algebra p½ø´úÊý
p adic fraction p½ø·ÖÊý
p adic integer p½øÕûÊý
p adic number p½øÊý
p adic representation p½ø±íʾ
p adic system p½ø·¨
p adic valuation p½ø¸³Öµ
pack Êø
pair ¶Ô
paired comparison ³É¶Ô±È½Ï·¨
paired samples ³ÉË«Ñù±¾
pairing Åä¶Ô
pairwise Á½Á½µÄ
pairwise independent events »¥Ïà¶ÀÁ¢Ê¼þ
paleogeometry ¹Å¼¸ºÎѧ
pantograph ±ÈÀý»­Æ÷·Å´óÆ÷
parabola Å×ÎïÏß
parabola of order n n½×Å×ÎïÏß
parabolic coordinates Å×ÎïÏß×ø±ê
parabolic curve Å×ÎïÇúÏß
parabolic cusp Å×Îï¼âµã
parabolic cylinder Å×ÎïÖùÃæ
parabolic cylinder function Å×ÎïÖùÃæº¯Êý
parabolic differential equation Å×ÎïÐÍ΢·Ö·½³Ì
parabolic folium Å×ÎïÒ¶ÐÎÏß
parabolic orbit Å×ÎïÏß¹ìµÀ
parabolic point Å×Îïµã
parabolic regression Å×Îï»Ø¹é
parabolic segment Å×ÎïÏß¶Î
parabolic spiral Å×ÎïÂÝÏß
parabolic type Å×ÎïÐÍ
parabolograph Å×ÎïͼÐÎ
paraboloid Å×ÎïÃæ
paraboloid of revolution »Ø×ªÅ×ÎïÃæ
paraboloidal coordinates Å×ÎïÃæ×ø±ê
paracompact space ·Â½ô¿Õ¼ä
paradox ã£ÂÛ
paradoxical »ÄÃýµÄ
paradoxical set ²»ºÏÀí¼¯ºÏ
parallactic displacement ÊÓ²îÎ»ÒÆ
parallel Æ½ÐÐÏß
parallel algorithm ²¢ÁªËã·¨
parallel angle Æ½ÐнÇ
parallel axiom Æ½Ðй«Àí
parallel body Æ½ÐÐÌå
parallel circle Æ½ÐÐÔ²
parallel coordinates Æ½ÐÐ×ø±ê
parallel curve Æ½ÐÐÇúÏß
parallel displacement Æ½ÐÐÎ»ÒÆ
parallel edge Æ½ÐÐÀâ
parallel line Æ½ÐÐÏß
parallel operation ²¢ÐÐÔËËã
parallel plane Æ½ÃæÆ½ÐеÄ
parallel projection Æ½ÐÐÉäÓ°
parallel rule Æ½ÐÐÖ±³ß
parallel shift ²¢ÐнøÎ»
parallel slit Æ½Ðзì϶
parallel slit domain Æ½ÐÐÁÑÎÆÓò
parallel strip Æ½Ðдø
parallel subspace Æ½ÐÐ×Ó¿Õ¼ä
parallel surface Æ½ÐÐÇúÃæ
parallel translation ²¢ÐнøÎ»
parallelepiped Æ½ÐÐÁùÃæÌå
parallelepipedal neighborhood Æ½ÐÐÁùÃæÌåÁÚÓò
parallelism Æ½ÐÐ
parallelizability ¿ÉƽÐÐÐÔ
parallelizable ¿ÉƽÐеÄ
parallelizable manifold ¿ÉƽÐÐÁÎ
parallelizable variety ¿ÉƽÐÐÁÎ
parallelogram Æ½ÐÐËıßÐÎ
parallelogram axiom Æ½ÐÐËıßÐι«Àí
parallelogram identity Æ½ÐÐËıßÐκãµÈʽ
parallelogram law Æ½ÐÐËıßÐζ¨ÂÉ
parallelogram of forces Á¦µÄƽÐÐËıßÐÎ
parallelotope ³¬Æ½ÐÐÌå
parallels of latitude Î³¶ÈÏß
parameter ²ÎÊý
parameter curve ²ÎÊýÇúÏß
parameter group ²ÎÊýȺ
parameter integral ²ÎÊý»ý·Ö
parameter representation ²ÎÊý±íʾ
parameter space ²ÎÊý¿Õ¼ä
parameter variety ²ÎÊý´Ø
parametric curvature ²ÎÊýÇúÂÊ
parametric curve ²ÎÊýÇúÏß
parametric equation ²ÎÊý·½³Ì
parametric estimation ²ÎÊý¹À¼Æ
parametric hypothesis ²ÎÊý¼ÙÉè
parametric optimal solution ²ÎÊý×îÓŽâ
parametric optimization ²ÎÊý×îÓÅ»¯
parametric programming ²ÎÊý¹æ»®
parametric representation ²ÎÊý±íʾ
parametric surface ²ÎÊýÇúÃæ
parametric test ²ÎÊý¼ìÑé
parametric variable ²Î±äÊý
parametrics ²ÎÊýѧ
parametrix Äâ»ù±¾½â
parametrization ²ÎÊý»¯·¨
parametron ±ä²ÎÊýÔª¼þ
parastatistics ÖÙͳ¼Æ·¨
paraxial ÅÔÖáµÄ
paraxial rays ÅÔÖá¹âÏß
parent population Ä¸Ìå
parenthesis È¦À¨»¡
parenthesize ÒýÈëÀ¨»¡ÄÚ
parity ÆæÅ¼ÐÔ
parity check ÆæÅ¼Ð£Ñé
parity digit ÆæÅ¼Ð£Ñéλ
parseval equality ÅÁл»¥¶ûµÈʽ
parted hyperboloid Ë«Ò¶Ë«ÇúÃæ
partial ²¿·ÖµÄ
partial carry ²¿·Ö½øÎ»
partial confounding ²¿·Ö»ìÇø
partial correlation Æ«Ïà¹Ø
partial correlation coefficient Æ«Ïà¹ØÏµÊý
partial cross section ²¿·Ö½ØÃæ
partial denominator Æ«·Öĸ
partial derivative Æ«µ¼Êý
partial difference Æ«²î
partial difference equation Æ«²î·Ö·½³Ì
partial difference quotient Æ«²îÉÌ
partial differential Æ«Î¢·Ö
partial differential coefficient Æ«µ¼Êý
partial differential equation Æ«Î¢·Ö·½³Ì
partial differential equation of elliptic type ÍÖÔ²ÐÍÆ«Î¢·Ö·½³Ì
partial differential equation of first order Ò»½×ƫ΢·Ö·½³Ì
partial differential equation of hyperbolic type Ë«ÇúÐÍÆ«Î¢·Ö·½³Ì
partial differential equation of mixed type »ìºÏÐÍÆ«Î¢·Ö·½³Ì
partial differential equation of parabolic type Å×ÎïÐÍÆ«Î¢·Ö·½³Ì
partial differential operator Æ«Î¢·ÖËã×Ó
partial differentiation Æ«Î¢·Ö·¨
partial fraction ²¿·Ö·ÖÊý
partial fraction decomposition ²¿·Ö·ÖÊýÕ¹¿ª
partial fraction expansion ²¿·Ö·ÖÊýÕ¹¿ª
partial function ²¿·Öº¯Êý
partial functor ²¿·Öº¯×Ó
partial graph ²¿·Öͼ
partial linear differential equation ÏßÐÔÆ«Î¢·Ö·½³Ì
partial mapping ²¿·ÖÓ³Éä
partial matrix ×ÓÕó
partial numerator Æ«·Ö×Ó
partial ordering Æ«Ðò
partial product ²¿·Ö»ý
partial rank correlation coefficient Æ«µÈ¼¶Ïà¹ØÏµÊý
partial recursive function ²¿·ÖµÝ¹éº¯Êý
partial recursive scheme ²¿·ÖµÝ¹é¸ñʽ
partial regression Æ«»Ø¹é
partial subgraph ²¿·Ö×Óͼ
partial sum ²¿·ÖºÍ
partially adjoint operator ²¿·Ö°éËæËã×Ó
partially computable function ²¿·Ö¿É¼ÆËãµÄº¯Êý
partially differentiable function ¿Éƫ΢º¯Êý
partially isometric operator ²¿·ÖµÈ¾àËã×Ó
partially ordered set °ëÐò¼¯
partially ordered space °ëÐò¿Õ¼ä
particular ÌرðµÄ
particular integral Ìرð»ý·Ö
particular solution Ìؽâ
partition ·Ö»®
partition function ·ÖÕÛº¯Êý
partition of an integer ÕûÊýµÄ·Ö²ð
partition of unity µ¥Î»·Ö½â
partition problem »®·ÖÎÊÌâ
partly well ordered set °ëÁ¼Ðò¼¯
pascal distribution ÅÁ˹¿¨·Ö²¼
pascal hexagon ÅÁ˹¿¨Áù±ßÐÎ
pascal line ÅÁ˹¿¨Ïß
pascal triangle ÅÁ˹¿¨Èý½ÇÐÎ
passive ±»¶¯µÄ
path µÀ·
path component µÀ·Á¬Í¨Çø
path connected space µÀ·Á¬Í¨¿Õ¼ä
path matrix µÀ·¾ØÕó
path of a projectile µ¯µÀ
path of integration »ý·Ö·Ïß
path space µÀ·¿Õ¼ä
pathological function ²¡Ì¬º¯Êý
pattern Í¼ÐÎ
pauli matrices ÅÝÀûÕó
payoff Ö§¸¶
payoff function Ö§¸¶º¯Êý
payoff matrix Ö§¸¶Õó
peak ·å
pearson distribution Æ¤¶ûÑ··Ö²¼
pedal ´¹×ãÏß
pedal circle ´¹×ãÔ²
pedal curve ´¹×ãÏß
pedal surface ´¹×ãÇúÃæ
pedal transformation ´¹×ã±ä»»
pedal triangle ´¹×ãÈý½ÇÐÎ
peirce decomposition Æ¤¶û˹·Ö½â
penalty function ·£º¯Êý
penalty method ²¹³¥·¨
pencil Êø
pencil of circles Ô²Êø
pencil of conics ¶þ´ÎÇúÏßÊø
pencil of curves ÇúÏßÊø
pencil of lines ÏßÊø
pencil of parallel lines Æ½ÐÐÏßÊø
pencil of planes ÃæÊø
pencil of spheres ÇòÊø
pendulum °Ú
pentad Æ´ÎåС×é
pentadecagon Ê®Îå±ßÐÎ
pentagon Îå½ÇÐÎ
pentagonal number Îå½ÇÊý
pentagonal pyramid Îå½Ç×¶
pentagram Îå½ÇÐÇ
pentahedron ÎåÃæÌå
pentaspherical coordinates ÎåÇò×ø±ê
percent °Ù·ÖÂÊ
percent error °Ù·ÖÎó²î
percentage °Ù·ÖÂÊ
percentile °Ù·ÖλÊý
perfect cube ÍêÈ«Á¢·½
perfect field ÍêÈ«Óò
perfect form ÍêÈ«ÐÍ
perfect group ÍêȫȺ
perfect information ÍêÈ«ÐÅÏ¢
perfect magic square ÍêÈ«»Ã·½
perfect mapping ÍêȫӳÉä
perfect matching È«Æ¥Åä
perfect number ÍêÈ«Êý
perfect number of the second kind µÚ¶þÀàÍêÈ«Êý
perfect set Í걸¼¯
perfect space ÍêÈ«¿Õ¼ä
perfect square Íêȫƽ·½
perfectly normal space ÍêÈ«Õý¹æ¿Õ¼ä
perigon ÖܽÇ
perimeter ÖÜΧ
period ÖÜÆÚ
period matrix ÖÜÆÚ¾ØÕó
period of a function º¯ÊýµÄÖÜÆÚ
period of oscillation Õñµ´µÄÖÜÆÚ
period relations ÖÜÆÚ¹ØÏµÊ½
period strip ÖÜÆÚ´ø
periodic ÖÜÆÚµÄ
periodic distribution ÖÜÆÚ¹ãÒ庯Êý
periodic element ÖÜÆÚÔªËØ
periodic error ÖÜÆÚÎó²î
periodic function ÖÜÆÚº¯Êý
periodic group ÖÜÆÚȺ
periodic law ÖÜÆÚÂÉ
periodic motion ÖÜÆÚÔ˶¯
periodic orbit ÖÜÆÚ¹ìµÀ
periodic solution ÖÜÆÚ½â
periodic system ÖÜÆÚϵ
periodical decimal fraction Ñ­»·Ê®½øÐ¡Êý
periodicity ÖÜÆÚÐÔ
periodicity interval ÖÜÆÚÐÔÇø¼ä
periodicity of function º¯ÊýµÄÖÜÆÚÐÔ
periodogram ÖÜÆÚͼ
periodogram analysis ÖÜÆÚͼ·ÖÎö
periodograph ÖÜÆÚͼ
periodparallelogram ÖÜÆÚÆ½ÐÐËıßÐÎ
peripheral ÖܱߵÄ
peripheral device ÍâΧÉ豸
peripheral unit ÍâΧÉ豸
periphery Öܱß
permanently convergent series ÓÀ¾ÃÊÕÁ²¼¶Êý
permissible error ÈÝÐíÎó²î
permissible function ÈÝÐíº¯Êý
permissible value ÈÝÐíÖµ
permutation Öû»
permutation group Öû»Èº
permutation homeomorphism Öû»Í¬Åß
permutation operator Öû»Ëã×Ó
permutation without repetition ÎÞÖØ¸´ÅÅÁÐ
permute ÅÅÁÐ
perpendicular ´¹Ö±Ïß
perpendicular at midpoint ´¹Ö±µÈ·ÖÏß
perpendicular plane ´¹Ö±Ãæ
perpendicularity Õý½»ÐÔ
perpetuity ÓÀ¾Ã
personal error ¸öÈËÎó²î
personal move ¸öÈ˲½
personal probability Öî¸ÅÂÊ
perspective Í¸ÊÓ
perspective affine figure ·ÂÉäͼÐÎ
perspectivity Í¸ÊÓÐÔ
pert ³ÌÐò¼à¶¨¼¼Êõ
perturb ÈŶ¯
perturbation ÈŶ¯
perturbation function É㶯º¯Êý
perturbation method É㶯·¨
perturbation of linear operators ÏßÐÔËã×ÓµÄÉ㶯
perturbation parameter É㶯²ÎÊý
perturbation theory É㶯ÀíÂÛ
perturbed motion É㶯Ô˶¯
perturbed system É㶯×é
pfaffian equation ÆÕ·¨·ò·½³Ì
phase Î»Ïà
phase angle Ïà½Ç
phase boundary Ïà½ç
phase condition ÏàλÌõ¼þ
phase coordinates Ïà×ø±ê
phase diagram Æ½ºâͼ
phase difference Ïà²î
phase integral Ïà»ý·Ö
phase modulation ÏàλµÆ
phase plane ÏàÎ»Æ½Ãæ
phase shift ÏàÒÆ
phase shift analysis ÏàÒÆ·ÖÎö
phase space Ïà¿Õ¼ä
phase transition Ïà×ªÒÆ
phase vector ÏàÏòÁ¿
phase velocity ÏàλËÙ¶È
phenomenon ÏÖÏó
photogeometry ÉãÓ°¼¸ºÎѧ
physical constant ÎïÀí³£Êý
physical coordinates of vector field ÏòÁ¿³¡µÄÎïÀí×ø±ê
physics ÎïÀíѧ
picard exceptional value Æ¤¿¨ÀýÍâÖµ
picard group Æ¤¿¨Èº
picard integral Æ¤¿¨»ý·Ö
picard manifold Æ¤¿¨´Ø
picard variety Æ¤¿¨´Ø
pictogram ÏóÐÎͼ
piecewise continuity ·Ö¶ÎÁ¬ÐøÐÔ
piecewise continuous function ·Ö¶ÎÁ¬Ðøº¯Êý
piecewise differentiable function ·Ö¶Î¿É΢º¯Êý
piecewise linear element ·Ö¶ÎÏßÐÔÔªËØ
piecewise linear function ·Ö¶ÎÏßÐÔº¯Êý
piecewise linear map ·Ö¶ÎÏßÐÔÓ³Éä
piecewise linearization ·Ö¶ÎÏßÐÔ»¯
piecewise monotonic function ·Ö¶Îµ¥µ¯Êý
piecewise regular boundary ·Ö¶ÎÕýÔò±ß½ç
piecewise regulated function ·Ö¶ÎÕýÔòº¯Êý
piecewise smooth ·Ö¶Î¹â»¬µÄ
piecewise smooth contour ·Ö¶Î¹â»¬Î§µÀ
piecewise smooth curve ·Ö¶Î¹â»¬ÇúÏß
pilot survey ÊÔÑéµé
pivot Öª
pivot column ÖªÁÐ
pivot element Öª
pivot row ÊàÖáÐÐ
pivoting Ðýת
place Î»
place value Î»Öµ
plan of experiment ÊµÑ鼯»®
planar developable surface Æ½Ãæ¿ÉÕ¹ÇúÃæ
planar graph Æ½ÃæÍ¼
planar point Æ½Ãæµã
plane Æ½Ãæ
plane angle Æ½Ãæ½Ç
plane at infinity ÎÞÇîÔ¶Æ½Ãæ
plane concave Æ½°¼µÄ
plane configuration Æ½Ãæ¹¹ÐÎ
plane convex Æ½Í¹µÄ
plane coordinates Ãæ×ø±ê
plane curve Æ½ÃæÇúÏß
plane dihedral angle Æ½Ãæ¶þÃæ½Ç
plane domain Æ½ÃæÓò
plane figure Æ½ÃæÍ¼ÐÎ
plane geometry Æ½Ã漸ºÎ
plane graph Æ½ÃæÍ¼
plane of coordinates ×ø±êÆ½Ãæ
plane of incidence ÈëÉäÃæ
plane of perspectivity Í¸ÊÓÆ½Ãæ
plane of projection ÉäÓ°Æ½Ãæ
plane of similarity ÏàËÆÆ½Ãæ
plane of support Ö§ÖùµÄÆ½Ãæ
plane of symmetry ¶Ô³ÆÃæ
plane of the section ½Ø¿ÚÆ½Ãæ
plane projective geometry Æ½ÃæÉäÓ°¼¸ºÎ
plane surface Æ½ÇúÃæ
plane symmetry Æ½Ãæ¶Ô³Æ
plane triangle Æ½ÃæÈý½ÇÐÎ
plane trigonometry Æ½ÃæÈý½Çѧ
plane vector field Æ½ÃæÏòÁ¿³¡
planimeter Ãæ»ýÒÇ
planimetry ²âÃæ»ýѧ
planisphere Æ½ÃæÇòÐÎͼ
plano concave Æ½°¼µÄ
plano convex Æ½Í¹µÄ
plasticity ËÜÐÔ
plateau problem Æ½ÎÈÎÊÌâ
platykurtic distribution µÍ·å̬·Ö²¼
platykurtosis µÍ·å̬
player ¾ÖÖÐÈË
plurigenus ¶à¿ñ
pluriharmonic ¶àÖØµÍµÄ
pluriharmonic function ¶àÖØµÍº¯Êý
plurisubharmonic ¶àÖØ´ÎµÍµÄ
plurisubharmonic function ¶àÖØ´ÎµÍº¯Êý
plurisuperharmonic ¶àÖØÉϵ͵Ä
plus ¼Ó
plus infinity ÕýÎÞÇî´ó
plus sign ÕýºÅ
poincare conjecture ÅÓ¼ÓÀ³²ÂÏë
poincare half plane ÉÏ°ëÆ½Ãæ
poincare lemma ÅÓ¼ÓÀ³ÒýÀí
poincare manifold ÅÓ¼ÓÀ³ÁÎ
poincare matrix ÅӼӲ˾ØÕó
poincare model ÅÓ¼ÓÀ³Ä£ÐÍ
poincare series ÅÓ¼ÓÀ³¼¶Êý
point µã
point at infinity ÎÞÇîÔ¶µã
point circle µãÔ²
point diagram µãͼ±í
point ellipse ÁãÍÖÔ²
point equation µã·½³Ì
point estimation µã¹À¼Æ
point finite cover µãÓÐÏÞ¸²¸Ç
point function µãº¯Êý
point group µãȺ
point ideal µãÀíÏë
point involution µãÁжԺÏ
point lattice µã¸ñ
point mass µãÖÊÁ¿
point measure µã²â¶È
point of adherence ½Ó´¥µã
point of closure ´¥µã
point of condensation Äý¾Ûµã
point of continuity Á¬Ðøµã
point of convergence ÊÕÁ²µã
point of determinacy È·¶¨µã
point of discontinuity ²»Á¬Ðøµã
point of divergence ·¢É¢µã
point of division ·Öµã
point of indeterminacy Æçµã
point of infinity ÎÞÇîÔ¶µã
point of inflection ¹Õµã
point of intersection ½»µã
point of irreducibility ²»¿ÉÔ¼ÐÔµã
point of semicontinuity °ëÁ¬Ðøµã
point of support Ö§³Åµã
point of tangency Çеã
point of uniform convergence Ò»ÖÂÊÕÁ²µã
point pair µãż
point process µã¹ý³Ì
point range µãÁÐ
point sequence µãÐòÁÐ
point set µã¼¯
point slope form µãбʽ
point spectrum µãÆ×
point sphere µãÇò
point symmetry µã¶Ô³Æ
pointed complex Óе㸴ÐÎ
pointed cone ¼â×¶
pointed set Óе㼯
pointed simplicial complex Óе㵥´¿¸´ÐÎ
pointer µØÖ·¼ÆÊýÆ÷
pointwise bounded sequence µã̬ÓнçÐòÁÐ
pointwise continuity µã̬Á¬ÐøÐÔ
pointwise continuous function µã̬Á¬Ðøº¯Êý
pointwise convergence µã̬ÊÕÁ²
pointwise convergent family µã̬ÊÕÁ²×å
pointwise convergent sequence µã̬ÊÕÁ²ÐòÁÐ
pointwise discontinuity µã̬²»Á¬ÐøÐÔ
pointwise monomorphism µã̬µ¥Éä
pointwise relaxation µã̬ËɳÚ
poisson bracket ²´ËÉÀ¨ºÅ
poisson distribution ²´ËÉ·Ö²¼
poisson equation ²´ËÉ·½³Ì
poisson ratio ²´ËɱÈ
poisson summation ²´ËÉÇó»ý
poisson summation formula ²´ËÉÇóºÍ¹«Ê½
polar ¼«µÄ
polar angle ¼«½Ç
polar axis ¼«Öá
polar circle ¼«Ô²
polar conic ¼«Ô²×¶ÇúÏß
polar coordinate chart ¼«×ø±êͼ
polar coordinate paper ¼«×ø±êͼ
polar coordinates ¼«×ø±ê
polar curve Å伫ÇúÏß
polar decomposition ¼«·Ö½â
polar developable Å伫¿ÉÕ¹ÇúÃæ
polar diagram ¼«Ïßͼ
polar distance ¼«¾à
polar equation ¼«·½³Ì
polar form ¼«ÐÎʽ
polar form of complex number ¸´ÊýµÄ¼«Ê½
polar integral equation ¼«ÐÔ»ý·Ö·½³Ì
polar line ¼«Ïß
polar normal ¼«·¨Ïß
polar of a quadratic form ¶þ´ÎÐÎʽµÄ¼«
polar plane ¼«Ãæ
polar planimeter ¼«Ãæ»ýÒÇ
polar radius ¼«°ë¾¶
polar reciprocal body Å伫Ìå
polar set ¼«¼¯
polar subtangent ¼«´ÎÇоà
polar surface ¼«ÇúÃæ
polar system ¼«Ïµ
polar tetrahedron Å伫ËÄÃæÌå
polar theory Å伫ÂÛ
polar triangle ¼«Èý½ÇÐÎ
polar trihedral ¼«ÈýÃæÐÎ
polar vector ¼«ÏòÁ¿
polarity Å伫
polarization identity ¼«»¯ºãµÈʽ
polarized abelian variety Å伫°¢±´¶ú´Ø
polarized variety Å伫´Ø
pole ¼«
pole of a function º¯ÊýµÄ¼«
pole of resolvent Ô¤½âʽµÄ¼«
policy ²ßÂÔ
policy iteration ²ßÂÔµü´ú·¨
polycylinder ¶àÔ²Öù
polygamma function ¶àº¯Êý
polygon ¶à½ÇÐÎ
polygon of forces Á¦µÄ¶à½ÇÐÎ
polygonal domain ¶à½ÇÐÎÓò
polygonal line ÕÛÏß
polygonal net ¶à½ÇÐÎÍø
polygonal number ¶à½ÇÊý
polygonal set ¶à½Ç¼¯
polyharmonic equation ¶àÖØµÍ·½³Ì
polyharmonic function ¶àÖØµÍº¯Êý
polyhedral angle ¶àÃæ½Ç
polyhedral complex ¶àÃæ¸´ÐÎ
polyhedral domain ¶àÃæÌåÓò
polyhedral game ¶àÃæÌå¶Ô²ß
polyhedral group ¶àÃæÌåȺ
polyhedral set ¶àÃæ¼¯
polyhedron ¶àÃæÌå
polyhex ÁùÃæÌå
polynomial ¶àÏîʽ
polynomial approximation ¶àÏîʽ½üËÆ
polynomial coefficient ¶àÏîʽϵÊý
polynomial distribution ¶àÏî·Ö²¼
polynomial equation ¶àÏîʽ·½³Ì
polynomial expansion ¶àÏîÕ¹¿ªÊ½
polynomial game ¶àÏîʽ¶Ô²ß
polynomial model ¶àÏîʽģÐÍ
polynomial of a variable Ò»±äÁ¿¶àÏîʽ
polynomial of best approximation ×î¼Ñ±Æ½ü¶àÏîʽ
polynomial of degree n n´Î¶àÏîʽ
polynomial of n th degree n´Î¶àÏîʽ
polynomial polyhedron ¶àÏîʽ¶àÃæÌå
polynomial representation ¶àÏîʽ±íʾ
polynomial ring ¶àÏîʽ»·
polynomial solution ¶àÏîʽ½â
polynomial theorem ¶àÏîʽ¶¨Àí
polynomial trend ¶àÏîÊ½ÇÆ
polytropic curve ¶à±äÇúÏß
polytropic line ¶à±äÇúÏß
pontryagin maximum principle ÅÓÌØÀïÑŽ𼫴óÔ­Àí
pooled error ºÏ²¢Îó²î
population Ä¸Ìå
population genetics ×ÜÌåÒÅ´«Ñ§
population mean ×ÜÌå¾ùÖµ
population parameter ×ÜÌå²ÎÊý
population statistics ÈË¿Úͳ¼Æ
position Î»ÖÃ
position function Î»Öú¯Êý
position of a relative maximum Ïà¶Ô¼«´óµã
position of an extremum ¼«Öµµã
position parameter Î»ÖòÎÊý
position vector Î»ÖÃÏòÁ¿
positional game Î»ÖöԲß
positional notation Î»ÖüÇÊý·¨
positive angle Õý½Ç
positive component Õý·ÖÁ¿
positive cone Õý×¶
positive correlation ÕýÏà¹Ø
positive definite eigenvalue problem Õý¶¨ÌØÕµÎÊÌâ
positive definite form Õý¶¨ÐÍ
positive definite kernel Õý¶¨ºË
positive definite matrix Õý¶¨¾ØÕó
positive definite operator Õý¶¨Ëã×Ó
positive definite quadratic form Õý¶¨¶þ´ÎÐÍ
positive direction Õý·½Ïò
positive function Õýº¯Êý
positive integer ×ÔÈ»Êý
positive linear operator ÕýÏßÐÔËã×Ó
positive logic ÕýÂß¼­
positive matrix ÕýÕó
positive number ÕýÊý
positive operator ÕýËã×Ó
positive part Õý²¿·Ö
positive real function Õýʵº¯Êý
positive real number ÕýʵÊý
positive root Õý¸ù
positive semidefinite form °ëÕý¶¨ÐÍ
positive semidefinite matrix ·Ç¸º°ëÕý¶¨Õó
positive sign ÕýºÅ
positive term series ÕýÏî¼¶Êý
positive variation Õý±ä²î
positively definite eigenvalue problem Õý¶¨ÌØÕµÎÊÌâ
positively definite sequence of numbers Õý¶¨ÊýÁÐ
positively definite variational problem Õý¶¨±ä·ÖÎÊÌâ
positively related ÕýÏà¹ØµÄ
possibility ¿ÉÄÜÐÔ
posterior distribution ºóÑé·Ö²¼
posterior probability ºóÑé¸ÅÂÊ
postnikov system ²¨Ë¹ÌØÄá¿Æ·òϵ
postulate ¹«Éè
postulation ¼Ù¶¨
potency »ùÊý
potency of a set ¼¯µÄÊÆ
potential Î»ÊÆ
potential difference Î»ÊƲî
potential energy ÊÆÄÜ
potential field Î»ÊƳ¡
potential flow Î»ÊÆÁ÷
potential function Î»Êƺ¯Êý
potential gradient Î»ÊÆÌݶÈ
potential infinity Ç±ÎÞÇî
potential scattering Î»ÊÆÉ¢Éä
potential theoretical Î»ÊÆÂÛµÄ
potential theory Î»ÊÆÂÛ
power ÃÝ
power associative algebra ÃݽáºÏ´úÊý
power density Æ×ÏßÃܶÈ
power expansion °´ÃÝÕ¹¿ª
power exponent ÃÝÖ¸Êý
power function Ãݺ¯Êý;¹¦Ð§º¯Êý
power mean ÃÝÆ½ÔÈ
power of set ¼¯µÄÊÆ
power residue symbol ÃÝÊ£Óà·ûºÅ
power series Ãݼ¶Êý
power series expansion Ãݼ¶ÊýÕ¹¿ª
power series method Ãݼ¶Êý·¨
power series ring Ãݼ¶Êý»·
power set Ãݼ¯
power spectrum ¹¦ÂÊÆ×
practical unit ÊµÓõ¥Î»
pre hilbert norm ×¼Ï£¶ú²®ÌØÄ£
pre hilbert space ×¼Ï£¶ú²®Ìؿռä
preadditive category Ô¤¼ÓÐÔ·¶³ë
precession ½ø¶¯
precise ¾«È·µÄ
precision ¾«¶È
precompact linear mapping ×¼½ôÏßÐÔÓ³Éä
precompact set ×¼½ô¼¯
precompact space ×¼½ô¿Õ¼ä
precompactness ×¼½ôÐÔ
predecessor Ç°Ç÷
predecessor function Ç°Ç¯Êý
predicate Î½´Ê
predicate calculus Î½´ÊÑÝËã
predicate calculus of the third order Èý½×ν´ÊÑÝËã
predicate calculus with identity ´øºãµÈʽµÄν´ÊÑÝËã
predicate constant Î½´Ê³£Êý
predicate logic Î½´ÊÑÝËã
predicate symbol Î½´Ê·ûºÅ
predicate variable Î½´Ê±äÏî
prediction law Ô¤±¨ÂÉ
prediction theory Ô¤±¨ÀíÂÛ
predictor Ô¤Ê¾
predictor corrector method Ô¤Ê¾Ð£Õý·¨
predual Ô¤¶Ôż
preference relation Ñ¡Ôñ¹ØÏµ
preference testing Ñ¡Ôñ¼ìÑé
prefix Ç°Êø
prehistory ÂÄÀú
preimage ÄæÏó
premise Ç°Ìá
prenex formula Ç°ÊøÊ½
prenex normal form Ç°Êø·¶Ê½
preorder ÄâÐò
preradical Ô¤¸ùʽ
prescheme Ç°¸ÅÐÍ
preservation ±£´æ
preserve ±£´æ
preset parameter Ô¤ÖòÎÊý
presheaf Ô¤²ã
pressure Ñ¹Á¦
presume ¼Ù¶¨
presumption ¼Ù¶¨
presuppose ¼Ù¶¨
presupposition ¼Ù¶¨
price ¼Û¸ñ
primal problem Ô­Ê¼ÎÊÌâ
primal simplex method Ô­À´µ¥Ðη¨
primal solution Ô­À´ÎÊÌâ½â
primal variable Ô­À´±äÁ¿
primary abelian group ×¼Ëذ¢±´¶úȺ
primary component ×¼ËØ·ÖÖ§
primary decomposition Ô­Ê¼·Ö½â
primary difference µÚÒ»²î±ðÀà
primary ideal ×¼ËØÀíÏë
primary minimum Ö«Ð¡
primary obstruction µÚÒ»Õϰ­Àà
primary ring ×¼ËØ»·
primary submodule ×¼ËØ×ÓÄ£
prime component ËØ·ÖÁ¿
prime conjunction ËØÁ¬½Ó
prime divisor ËØÒò×Ó
prime dual ideal ËضÔżÀíÏë
prime element ËØÔª
prime factor ËØÒòÊý
prime factorization ËØÒò×Ó·Ö½â
prime field ËØÓò
prime filter ËØÂË×Ó
prime formula Ô­Ê¼¹«Ê½
prime graph ËØÍ¼
prime ideal ËØÀíÏë
prime ideal theorem ËØÀíÏ붨Àí
prime number ËØÊý
prime number problem ËØÊýÎÊÌâ
prime number theorem ËØÊý¶¨Àí
prime pair ËØÊý¶Ô
prime polynomial ËضàÏîʽ
prime polynomial ideal ËضàÏîʽÀíÏë
prime power ËØÊýÃÝ
prime spot Ëصã
primitive cohomology Ô­Ê¼ÉÏͬµ÷
primitive element ±¾Ô­ÔªËØ
primitive equation ±¾Ô­·½³Ì
primitive function Ô­º¯Êý
primitive group ±¾Ô­Èº
primitive idempotent element ±¾Ô­ÃݵÈÔªËØ
primitive period Ô­Ê¼ÖÜÆÚ
primitive period parallelogram Ô­Ê¼ÖÜÆÚÆ½ÐÐËıßÐÎ
primitive period system Ô­Ê¼ÖÜÆÚ
primitive periods Ô­Ê¼ÖÜÆÚ
primitive polynomial ±¾Ô­¶àÏîʽ
primitive recursive attribute Ô­Ê¼µÝ¹éÊôÐÔ
primitive recursive function Ô­Ê¼µÝ¹éº¯Êý
primitive recursive isomorphism Ô­Ê¼µÝ¹éͬ¹¹
primitive recursive predicate Ô­Ê¼µÝ¹éμ´Ê
primitive root Ô­¸ù
principal adele Ö¢´ú¶û
principal anti automorphism Ö´×Ôͬ¹¹
principal axes of stress Ó¦Á¦Öá
principal axis Öá
principal axis transformation Öá±ä»»
principal branch Ö³
principal branch of general power Ò»°ãÃݵÄÖ¦
principal branch of natural logarithm ×ÔÈ»¶ÔÊýµÄÖ¦
principal branch of radical ¸ù»ùµÄÖ¦
principal bundle ÖÔ
principal character ÖØÕê
principal circle Ö²
principal coincidence curve ÖþºÏËØÇúÏß
principal component ÖÖÁ¿
principal congruence subgroup Ö¬Óà×ÓȺ
principal curvature ÖúÂÊ
principal curve ÖúÏß
principal diagonal ÖÔ½ÇÏß
principal direction Ö½Ïò
principal distribution parameter ÖÖ²¼²ÎÊý
principal divisor Öò×Ó
principal factor Öò×Ó
principal fibration ÖËά»¯
principal filter ÖË×Ó
principal fractionary ideal ÖÖʽÀíÏë
principal genus Öñ
principal ideal ÖíÏë
principal ideal domain ÖíÏëÕû»·
principal ideal ring ÖíÏë»·
principal ideal theorem ÖíÏ붨Àí
principal isobaric surfaces ±ê×¼µÈÑ¹Ãæ
principal map Ö³Éä
principal matrix ÖØÕó
principal maximum Ö«Ð¡
principal minor ÖÓÐÐÁÐʽ
principal moment of inertia Öª¶¯¹ßÁ¿
principal normal Ö¨Ïß
principal normal bundle Ö¨Ïß´Ô
principal normal vector Ö¨ÏßÏòÁ¿
principal part Ö¿
principal part of laurent series ÂÞÀɼ¶ÊýµÄÖ¿
principal plane Ö½Ãæ
principal point Öã
principal series ÖòÁÐ
principal solution Öâ
principal surface ÖúÃæ
principal tangent ÖÐÏß
principal term Öî
principal trace Ö£
principal uniformization Ö¥Öµ»¯
principal value Öµ
principal value of argument ·ø½ÇµÄÖµ
principal value of integral »ý·ÖµÄÖµ
principal value of power ÃݵÄÖµ
principal value of radical ¸ù»ùµÄÖµ
principal variable ÖäÊý
principle Ô­Àí
principle of abstraction ³éÏóÔ­Àí
principle of balayage É¨³ýÔ­Àí
principle of choice Ñ¡Ôñ¹«Àí
principle of comparison ±È½ÏÔ­Àí
principle of continuity Á¬ÐøÔ­Àí
principle of correspondence ¶ÔÓ¦Ô­Ôò
principle of counting constants ³£Êý¼ÆÊýÔ­Àí
principle of domination ÓÅÊÆÔ­Àí
principle of duality ¶ÔżԭÀí
principle of energy ÄÜÁ¿Ô­Àí
principle of equilibrium Æ½ºâÔ­Àí
principle of harmonic measure µÍ²â¶ÈÔ­Àí
principle of indeterminancy ²â²»×¼Ô­Àí
principle of least action ×îС×ÃÔ­Àí
principle of least curvature ×îСÇúÂÊÔ­Àí
principle of mathematical induction Êýѧ¹éÄÉ·¨Ô­Àí
principle of reflection ·´ÉäÔ­Àí
principle of relativization Ïà¶Ô»¯Ô­Àí
principle of transfinite induction ³¬ÏÞ¹éÄÉÔ­Àí
principle of variation ±ä·ÖÔ­Àí
principle of virtual displacement ÐéÎ»ÒÆÔ­Àí
prior distribution ÏÈÑé·Ö²¼
prior probability ÏÈÑé¸ÅÂÊ
prism ½ÇÖù
prismatic ÀâÖùµÄ
prismatic surface ÀâÖùÇúÃæ
prismatoid ÅÔÃæÈý½Ç̨
prismoidal formula ËÆÀâÌ幫ʽ
pro finite group ÉäÓÐÏÞȺ
probabilistic ¸ÅÂʵÄ
probabilistic method in statistical mechanics Í³¼ÆÁ¦Ñ§ÖеĸÅÂÊ·½·¨
probability ¸ÅÂÊ
probability curve ¸ÅÂÊÇúÏß
probability density ¸ÅÂÊÃܶÈ
probability distribution ¸ÅÂÊ·Ö²¼
probability distribution function ·Ö²¼º¯Êý
probability element ¸ÅÂÊÔªËØ
probability field ¸ÅÂʳ¡
probability function ¸ÅÂʺ¯Êý
probability generating function ¸ÅÂÊĸº¯Êý
probability integral ¸ÅÂÊ»ý·Ö
probability matrix Ëæ»úÕó
probability measure ¸ÅÂʲâ¶È
probability model Ëæ»úÐÔÄ£ÐÍ
probability of occurrence Ê¼þ¸ÅÂÊ
probability paper ¸ÅÂÊÖ½
probability sampling ¸ÅÂʳéÑù
probability space ¸ÅÂʿռä
probability theory ¸ÅÂÊÂÛ
probability unit ¸ÅÂʵ¥Î»
probability vector ¸ÅÂÊÏòÁ¿
probable deviation ¸Å²î
probable ellipse ¸ÅÂÊÍÖÔ²
probable ellipsoid ¸ÅÂÊÍÖÇò
probable error ¸Å²î
probit ¸ÅÂʵ¥Î»
probit analysis ¸ÅÂʵ¥Î»·ÖÎö
problem of contact ½Ó´¥ÎÊÌâ
problem of fixed points ²»¶¯µãÎÊÌâ
problem of geometrical construction ¼¸ºÎ×¼ÎÊÌâ
problem of moments ¾ØÎÊÌâ
problem of prime twins ÂÏÉúËØÊýÎÊÌâ
problem on obstacle Õϰ­ÎÊÌâ
process ¹ý³Ì
process control ¹ý³Ì¿ØÖÆ
process with independent increments ¶ÀÁ¢ÔöÁ¿¹ý³Ì
processing ´¦Àí
producer's risk ³§·½·çÏÕ
product »ý
product algebra »ý´úÊý
product bundle »ý´Ô
product category »ý·¶³ë
product complex »ý¸´ÐÎ
product directed set »ýÓÐÏò¼¯
product formula ³Ë»ý¹«Ê½
product integral ³Ë»ý»ý·Ö
product mapping »ýÓ³Éä
product measure ³Ë»ý²â¶È
product metric ³Ë»ý¶ÈÁ¿
product module »ýÄ£
product moment »ý¾Ø
product moment correlation »ý¾ØÏà¹Ø
product of events Ê¼þµÄ»ý
product of relation ¹ØÏµµÄ»ý
product preserving functor »ý±£´æº¯×Ó
product representation of equation ·½³ÌµÄ»ý±íʾ
product series »ý¼¶Êý
product set »ý¼¯
product sign ³ËºÅ
product space »ý¿Õ¼ä
product topology »ýÍØÆË
product transformation »ý±ä»»
product uniformity »ýÒ»ÖÂÐÔ
product variety »ý´Ø
production Éú³É
profit ÀûÒæ
program ³ÌÐò
program library ³ÌÐò¿â
program parameter ³ÌÐò²ÎÊý
program register ³ÌÐò¼Ä´æÆ÷
program tape ³ÌÐò´ø
program test ³ÌÐò¼ìÑé
programmer ³ÌÐòÉè¼ÆÔ±
programming ³ÌÐòÉè¼Æ
progression ¼¶Êý
project ÉäÓ°
projecting cone ÉäÓ°×¶
projecting plane ÉäÓ°Ãæ
projection ÉäÓ°
projection gradient method Í¶Ó°Ìݶȷ¨
projection matrix ÉäÓ°¾ØÕó
projection plane ÉäÓ°Æ½Ãæ
projective algebraic variety ÉäÓ°´úÊý´Ø
projective arc length ÉäÓ°»¡³¤
projective collineation ÉäÓ°Ö±Éä±ä»»
projective cone ÉäÓ°×¶
projective conic ÉäÓ°Ô²×¶ÇúÏß
projective connection ÉäÓ°ÁªÂç
projective coordinate system ÉäÓ°×ø±êϵ
projective coordinates ÉäÓ°×ø±ê
projective cover ÉäÓ°¸²¸Ç
projective curvature tensor ÉäÓ°ÇúÂÊÕÅÁ¿
projective deformation ÉäÓ°±äÐÎ
projective differential geometry ÉäӰ΢·Ö¼¸ºÎѧ
projective dimension ÉäӰάÊý
projective general linear group ÉäÓ°Ò»°ãÏßÐÔȺ
projective generation ÉäÓ°²úÉú
projective geometry ÉäÓ°¼¸ºÎѧ
projective group ÉäӰȺ
projective limit ÄæÏò¼«ÏÞ
projective line ÉäÓ°Ö±Ïß
projective line element ÉäÓ°ÏßÔª
projective mapping ÉäÓ°Ó³Éä
projective metric ÉäÓ°¶ÈÁ¿
projective minimal surface ÉäÓ°¼«Ð¡ÇúÃæ
projective module ÉäÓ°Ä£
projective normal ÉäÓ°·¨Ïß
projective object ÉäÓ°¶ÔÏó
projective parameter ÉäÓ°²ÎÊý
projective pencil of lines ÉäÓ°ÏßÊø
projective plane ÉäÓ°Æ½Ãæ
projective principal normal ÉäÓ°Ö¨Ïß
projective property ÉäÓ°ÐÔÖÊ
projective quadric ÉäÓ°¶þ´ÎÇúÃæ
projective relation ÉäÓ°¹ØÏµ
projective representation ÉäÓ°±íʾ
projective set ÉäÓ°¼¯ºÏ
projective space ÉäÓ°¿Õ¼ä
projective tensor ÉäÓ°ÕÅÁ¿
projective theorem ÉäÓ°¶¨Àí
projective transformation ÉäÓ°±ä»»
projective variety ÉäÓ°´Ø
projective vector ÉäÓ°ÏòÁ¿
projectively flat space ÉäӰƽ̹¿Õ¼ä
projectivity ÉäÓ°¹ØÏµ
projector ÉäÓ°Ëã×Ó
prolate cycloid ³¤·øÐýÂÖÏß
prolate ellipsoid ³¤ÍÖÇò
prolate spheroid ³¤ÍÖÇò
prolongation ¿ªÍØ
promotion of convergence ÊÕÁ²µÄ´Ù½ø
proof Ö¤Ã÷
proof of existence ´æÔÚÖ¤Ã÷
proof theory Ö¤ÃÛ
propagation ´«²¥
propagation of errors Îó²î´«²¥
proper class ±¾Ô­ÔªËØ
proper convex body ¹ÌÓÐ͹Ìå
proper convex function ÌØÕ¹º¯Êý
proper divergence ¶¨·¢É¢
proper dual ideal ¹ÌÓжÔżÀíÏë
proper face ÕæÃæ
proper factor ÕæÒò×Ó
proper factor group ÕæÊ£ÓàȺ
proper fraction Õæ·ÖÊý
proper fractional function Õæ·ÖÊýº¯Êý
proper frequency ¹ÌÓÐÆµÂÊ
proper function ÌØÕ¯Êý
proper lorentz group Õý³£ÂåÂ×´ÄȺ
proper morphism ÕæÉä
proper motion ¹ÌÓÐÔ˶¯
proper movement ¹ÌÓÐÔ˶¯
proper orthogonal group ÌØÊâÕý½»Èº
proper orthogonal matrix ÌØÕý½»¾ØÕó
proper point ¹ÌÓеã
proper point of inflection ¹ÌÓбäÇúµã
proper quadric Õæ¶þ´ÎÇúÃæ
proper subgraph Õæ×Óͼ
proper subgroup Õæ×ÓȺ
proper subset Õæ×Ó¼¯
proper subspace ±¾ÕÓ¿Õ¼ä
proper value ÌØÕµ
proper vector ÌØÕòÁ¿
properly discontinuous ´¿²»Á¬ÐøµÄ
properly discontinuous group ´¿²»Á¬ÐøÈº
properly divergent sequence Õý³£·¢É¢ÐòÁÐ
properly divergent series Õý³£·¢É¢¼¶Êý
proportion ±ÈÀý
proportional ±ÈÀýµÄ
proportional allocation ±ÈÀýÅäÖÃ
proportional compasses ±ÈÀý¹æ
proportional component ±ÈÀý·ÖÁ¿
proportional counter Õý±È¼ÆÊýÆ÷
proportional part ±ÈÀý²¿·Ö
proportional quantities ±ÈÀýÁ¿
proportional region Õý±ÈÇø
proportional sampling ±ÈÀý³éÑù
proportionality ±ÈÀý
proportionality coefficient ±ÈÀýϵÊý
proportionality factor ±ÈÀýϵÊý
proportionality limit ±ÈÀý¼«ÏÞ
proposition ÃüÌâ
propositional algebra ÃüÌâ´úÊý
propositional calculus ÃüÌâÑÝËã
propositional connective ÃüÌâÁª½á´Ê
propositional function ÃüÌ⺯Êý
propositional inference ÃüÌâÍÆÑÝ
propositional logic ÃüÌâÂß¼­
propositional variable ÃüÌâ±äÔª
protractor Á¿½ÇÆ÷·Ö¶È¹æ
provability ¿ÉÖ¤ÃÔ
provable ¿ÉÖ¤ÃÄ;¿ÉÖ¤µÄ
provable formula ¿ÉÖ¤¹«Ê½
prove Ö¤Ã÷ÂÛÖ¤
proximity ¸½½ü
proximity relation ÁÚ½ü¹ØÏµ
proximity space ÁÚ½ü¿Õ¼ä
pseudo abelian category Î±°¢±´¶ú·¶³ë
pseudo euclidean space Î±Å·¼¸ÀïµÃ¿Õ¼ä
pseudo random number Î±Ëæ»úÊý
pseudo tensor Î±ÕÅÁ¿
pseudoanalytic function Î±½âÎöº¯Êý
pseudoarc Î±»¡
pseudobasis Î±»ù
pseudocatenary Î±ÐüÁ´Ïß
pseudocatenoid Î±ÐüÁ´ÇúÃæ
pseudocode Î±Âë
pseudocoherent sheaf Î±Äý¾Û²ã
pseudocompact Î±½ôµÄ
pseudocomplement Î±Óà
pseudocomplemented lattice Î±ÓÐÓà¸ñ
pseudocomplex manifold Î±¸´ÁÎ
pseudoconformal geometry Î±±£½Ç¼¸ºÎ
pseudoconformal mapping Î±±£½ÇÓ³Éä
pseudoconvex Î±Í¹µÄ
pseudoconvex domain Î±Í¹Óò
pseudoconvex function Î±Í¹º¯Êý
pseudoconvexity Î±Í¹ÐÔ
pseudocycle Î±Ñ­»·
pseudocycloid Î±ÐýÂÖÏß
pseudodifferential operator Î±Î¢·ÖËã×Ó
pseudodistance Î±¾àÀë
pseudoelliptic function Î±ÍÖÔ²º¯Êý
pseudoelliptic integral Î±ÍÖÔ²»ý·Ö
pseudofunctor Î±º¯×Ó
pseudogroup of transformations Î±±ä»»Èº
pseudoharmonic function Î±µÍº¯Êý
pseudoinverse operator Î±ÄæËã×Ó
pseudomanifold Î±ÁÎ
pseudomeasure Î±²â¶È
pseudometric Î±¶ÈÁ¿
pseudometric space Î±¶ÈÁ¿¿Õ¼ä
pseudometric uniformity Î±¶ÈÁ¿Ò»ÖÂÐÔ
pseudometrizable uniform space Î±¿É¶ÈÁ¿»¯µÄÒ»Ö¿ռä
pseudonorm Î±·¶Êý
pseudonormed space Î±¸³·¶¿Õ¼ä
pseudoperiod Î±ÖÜÆÚ
pseudoperiodic function Î±ÖÜÆÚº¯Êý
pseudoprime number Î±ËØÊý
pseudoproduct Î±»ý
pseudorandom number Î±Ëæ»úÊý
pseudorecurrence Î±µÝÍÆ
pseudoscalar Î±´¿Á¿
pseudoscalar coupling Î±±êÁ¿ñîºÏ
pseudosphere Î±ÇòÃæ
pseudospherical space Î±ÇòÐοռä
pseudospherical surface Î±ÇòÐÎÇúÃæ
pseudospiral Î±ÂÝÏß
pseudotensor Î±ÕÅÁ¿
pseudotractrix Î±Ò·ÎïÏß
pseudotriangle Î±Èý½ÇÐÎ
pseudovaluation Î±¸³Öµ
pseudovector Î±ÏòÁ¿
psi function Ë«º¯Êý
psychometrics ¼ÆÁ¿ÐÄÀíѧ
puiseux series Æ¤Éª¼¶Êý
pulsation Âö¶¯
pulse Âö³å
pulse length Âö³å³¤¶È
punch card ´©¿×¿¨Æ¬
punch position ´©¿×λÖÃ
punch tape ´©¿×´ø
punched hole ´©¿×
punctured disk Óп×Ô²ÅÌ
puppe exact sequence ÆÕÅåÕýºÏÐòÁÐ
pure complex ´¿¸´ÐÎ
pure continuous spectrum ´¿Á¬ÐøÆ×
pure geometry ×ۺϼ¸ºÎѧ
pure mathematics ³éÏóÊýѧ
pure point spectrum ´¿ÀëÉ¢Æ×
pure predicate calculus of first order Ò»½×´¿Î½´ÊÑÝËã
pure set theory Ò»°ã¼¯ºÏÂÛ
pure state ´¿×´Ì¬
pure strategy ´¿²ßÂÔ
pure surd ´¿²»¾¡¸ù
purely discrete spectrum ´¿ÀëÉ¢Æ×
purely imaginary number ÐéÊý
purely inseparable ´¿²»¿É·ÖµÄ
purely inseparable element ´¿²»¿É·ÖÔªËØ
purely inseparable extension ´¿²»¿É·ÖÀ©ÕÅ
purely transcendental extension ´¿³¬Ô½À©ÕÅ
pursuit curve ×·×ÙÇúÏß
pyramid ½Ç×¶
pyramidal ½Ç×¶µÄ
pyramidal surface Àâ×¶ÇúÃæ
pythagoras theorem ±Ï´ï¸çÀ­Ë¹¶¨Àí
pythagorean field ±Ï´ï¸çÀ­Ë¹Óò
pythagorean numbers ±Ï´ï¸çÀ­Ë¹Êý
quadrable ¿ÉÇóÃæ»ýµÄ
quadrangle ËĽÇÐÎ
quadrangular ËĽÇÐεÄ
quadrangular prism ËĽÇÖù
quadrant ÏóÏÞ
quadrant of a circle ËÄ·ÖÔ²
quadrantal ÏóÏÞµÄ
quadrate ¶þ´ÎµÄ
quadratic ¶þ´ÎµÄ
quadratic convergence ¶þ´ÎÊÕÁ²
quadratic equation ¶þ´Î·½³Ì
quadratic form ¶þ´ÎÐÎʽ
quadratic formula ¶þ´Î¹«Ê½
quadratic function ¶þ´Îº¯Êý
quadratic inequality ¶þ´Î²»µÈʽ
quadratic interpolation ¶þ´Î²åÖµ·¨
quadratic mapping ¶þ´ÎÓ³Éä
quadratic mean ¶þ´Îƽ¾ù
quadratic nonresidue ¶þ´Î·ÇÊ£Óà
quadratic optimization ¶þ´Î×îÓÅ»¯
quadratic programming ¶þ´Î×îÓÅ»¯
quadratic reciprocity ¶þ´Î»¥·´ÐÔ
quadratic reciprocity law ¶þ´Î»¥·´ÂÉ
quadratic residue ¶þ´ÎÊ£Óà
quadratic residue symbol ¶þ´ÎÊ£Óà¼ÇºÅ
quadrature Çó»ý·¨
quadrature formula Çó»ý¹«Ê½
quadrature of the circle ÇóÔ²µÄÃæ»ý
quadric ¶þ´ÎµÄ
quadric surface ¶þ´ÎÇúÃæ
quadrilateral ËıßÐÎ;ËıßÐεÄ
quadrillion 10
quadruple Ëı¶µÄ
quadruple point ËÄÖØµã
qualitative ¶¨ÐÔµÄ
qualitative analysis ¶¨ÐÔ·ÖÎö
quantifier Á¿´Ê
quantile of order p p·ÖλÊý
quantitative ¶¨Á¿µÄ
quantitative analysis ¶¨Á¿·ÖÎö
quantity Á¿
quantum Á¿×Ó
quantum mechanics Á¿×ÓÁ¦Ñ§
quarter ËÄ·ÖÖ®Ò»
quartic ËĴεÄ
quartic curve ËÄ´ÎÇúÏß
quartic manifold ËÄ´ÎÁÎ
quartic surface ËÄ´ÎÇúÃæ
quartic symmetry ËĴζԳÆ
quartile ËÄ·Öλ
quas invertible element ÄâÕýÔòÔª
quasi ×¼
quasi affine mapping Äâ·ÂÉäÓ³Éä
quasi affine transformation Äâ·ÂÉäÓ³Éä
quasi algebraically closed field Äâ´úÊý±ÕÓò
quasi analytic class Äâ½âÎöÀà
quasi analytic function Äâ½âÎöº¯Êý
quasi analyticity Äâ½âÎöÐÔ
quasi asymptote Äâ½¥½üÏß
quasi bounded ÄâÓнçµÄ
quasi bounded function ÄâÓн纯Êý
quasi coherent ÄâÄý¾ÛµÄ
quasi compactum Äâ½ôͳ
quasi complement Äâ²¹
quasi complemented lattice Äâ²¹¸ñ
quasi complete ÄâÍ걸µÄ
quasi complete space ÄâÍ걸¿Õ¼ä
quasi complete topology ÄâÍê±¸ÍØÆË
quasi complex Ä⸴ÐÎ
quasi complex manifold Ä⸴ÁÎ
quasi component Äâ·ÖÁ¿
quasi concave function Äâ°¼º¯Êý
quasi concavity Äâ°¼ÐÔ
quasi conformality Äâ±£ÐÎ
quasi continuity ÄâÁ¬ÐøÐÔ
quasi continuous ÄâÁ¬ÐøµÄ
quasi continuous function ÄâÁ¬Ðøº¯Êý
quasi convergence ÄâÊÕÁ²
quasi convex function Äâ͹º¯Êý
quasi convexity Äâ͹ÐÔ
quasi coordinates Äâ×ø±ê
quasi differential equation Äâ΢·Ö·½³Ì
quasi directed set ÄâÓÐÏò¼¯
quasi discrete space ÄâÀëÉ¢¿Õ¼ä
quasi discrete spectrum ÄâÀëÉ¢Æ×
quasi distance Äâ¾àÀë
quasi equivalent ÄâµÈ¼ÛµÄ
quasi everywhere Äâ´¦´¦
quasi field ÄâÓò
quasi function Ä⺯Êý
quasi geodesic Äâ²âµØÏß
quasi harmonic differential equation ÄâµÍ΢·Ö·½³Ì
quasi homeomorphic space ÄâͬÅ߿ռä
quasi homeomorphism ÄâͬÅß
quasi identity ÄâºãµÈʽ
quasi interior point ÄâÄÚµã
quasi invariant measure Äâ²»±ä²â¶È
quasi inverse element ÄâÄæÔª
quasi inverse functor ÄâÄæº¯×Ó
quasi latin square ÄâÀ­¶¡·½
quasi linear ÄâÏßÐÔµÄ
quasi linear equation ÄâÏßÐÔ·½³Ì
quasi local ring Äâ¾Ö²¿»·
quasi metric Äâ¶ÈÁ¿
quasi metric space Äâ¶ÈÁ¿¿Õ¼ä
quasi norm Äâ·¶Êý
quasi normal family ÄâÕý¹æ×å
quasi normal vectors ÄâÕý¹æÏòÁ¿
quasi normed linear space Ä⸳·¶ÏßÐÔ¿Õ¼ä
quasi normed space Ä⸳·¶¿Õ¼ä
quasi open mapping Ä⿪ӳÉä
quasi order ÄâÐò
quasi periodic ÄâÖÜÆÚµÄ
quasi periodic function ÄâÖÜÆÚº¯Êý
quasi periodic set ÄâÖÜÆÚ¼¯
quasi periodicity ÄâÖÜÆÚ
quasi plane curve ÄâÆ½ÃæÇúÏß
quasi polynomial Äâ¶àÏîʽ
quasi random sampling ÄâËæ»ú³éÑù
quasi regular element ÄâÕýÔòÔª
quasi rotation ÄâÐýת
quasi rotation group ÄâÐýתȺ
quasi self adjoint operator Î±×Ô°éËæËã×Ó
quasi semi order Äâ°ëÓÐÐò
quasi solution Äâ½â
quasi stationary ÄâÎȶ¨µÄ
quasi stationary state ÄâÕý³£Ì¬
quasi strongly connected graph ×¼Ç¿Á¬Í¨Í¼
quasi subvariety Äâ×Ó´Ø
quasi symmetry ×¼¶Ô³Æ
quasi translation ÄâÆ½ÒÆ
quasi variational inequality ×¼±ä·Ö²»µÈʽ
quasicompact space Äâ½ô¿Õ¼ä
quasiconformal mapping Äâ±£½ÇÓ³Éä
quasigroup ÄâȺ
quasilength Äⳤ¶È
quasilinear autonomous system ÄâÏßÐÔ×Ô¿ØÏµÍ³
quasinilpotent operator ÄâÃÝÁãËã×Ó
quasis tochastic matrix ÄâËæ»ú¾ØÕó
quasiuniform convergence ÄâÒ»ÖÂÊÕÁ²
quaternary number system ËĽøÖÆÊýϵ
quaternion ËÄÔªÊý
quaternion algebra ËÄÔªÊý´úÊý
quaternion elliptic space ËÄÔªÊýÍÖÔ²¿Õ¼ä
quaternion field ËÄÔªÊýÌå
quaternion function ËÄÔªÊýº¯Êý
quaternion group ËÄԪȺ
quaternionic vector ËÄÔªÊýÏòÁ¿
queue ÅŶÓ
queuing problem ÅŶÓÎÊÌâ
queuing process ÅŶӹý³Ì
queuing theory ÅŶÓÂÛ
quick access memory ¿ìËÙ´æÈ¡´æ´¢Æ÷
quinary digit Îå½øÖÆÊý×Ö
quinary notation Îå½ø¼ÇÊý·¨
quintic curve Îå´ÎÇúÏß
quintic surface Îå´ÎÇúÃæ
quintillion 10
quod erat demonstrandum Ö¤Íê
quota sampling Åä¶î³éÑù
quotient ÉÌ
quotient algebra ÉÌ´úÊý
quotient bundle ÉÌ´Ô
quotient category ÉÌ·¶³ë
quotient chain complex ÉÌÁ´¸´ÐÎ
quotient criterion ´ïÀʱ´¶û±ÈÀýÊÔÑé·¨
quotient field ÉÌÓò
quotient group ÉÌȺ
quotient groupoid É̹ãȺ
quotient manifold ÉÌÁÎ
quotient measure É̲â¶È
quotient module ÉÌÄ£
quotient object É̶ÔÏó
quotient representation É̱íʾ
quotient ring ÉÌ»·
quotient set É̼¯
quotient sheaf É̲ã
quotient space É̿ռä
quotient symbol ÉÌ·ûºÅ
quotient topology ÉÌÍØÆË
racah algebra À­¿¨´úÊý
radial planimeter ¾¶ÏòÃæ»ýÒÇ
radial slit domain ¾¶ÏòÁÑÎÆÓò
radian »¡¶È
radian measure »¡¶È
radical ¸ù
radical axis ¸ùÖá
radical center ¸ùÐÄ
radical function ¸ùº¯Êý
radical of a ring »·µÄ¸ù
radical plane ¸ùÆ½Ãæ
radical sign ¸ùºÅ
radicand ±»¿ª·½Êý
radius °ë¾¶
radius of a circle Ô²µÄ°ë¾¶
radius of convergence ÊÕÁ²°ë¾¶
radius of curvature ÇúÂʰ뾶
radius of gyration »Ø×ª°ë¾¶
radius of holomorphy ÕýÔò°ë¾¶
radius of inversion ·´Ñݰ뾶
radius of principal curvature ÖúÂʰ뾶
radius of torsion ÄÓÂʰ뾶
radius vector Î»ÖÃÏòÁ¿
radix »ùµ×
radon measure À­¶¬²â¶È
radon nikodym theorem À­¶¬ Äá¿ÆµÒÄ·¶¨Àí
rainfall distribution ÓêÁ¿·Ö²¼
raise ³Ë·½
raising to a power ×Ô³Ë
ramification ·ÖÆç
ramification field ·ÖÆçÓò
ramification group ·ÖÆçȺ
ramification index ·ÖÆçÖ¸Êý
ramification number ·ÖÆçÊý
ramification point ·ÖÖ¦µã
ramified ·ÖÆçµÄ
ramified algebraic function element ·Ö᪴úÊýº¯ÊýÔªËØ
ramified covering ·ÖÆç¸²¸Ç
ramified theory of types ·ÖÆçÀàÐÍÂÛ
random Ëæ»úµÄ
random coincidence Å¼È»·ûºÏ
random deviation Ëæ»úÆ«²î
random error Ëæ»úÎó²î
random event Ëæ»úʼþ
random field Ëæ»ú³¡
random function Ëæ»úº¯Êý
random number Ëæ»úÊý
random order Ëæ»ú˳Ðò
random process Ëæ»ú¹ý³Ì
random quantity Ëæ»úÁ¿
random sample Ëæ»úÑù±¾
random sampling Ëæ»ú³éÑù
random search Ëæ»úËÑË÷
random sequence Ëæ»úÐòÁÐ
random variable Ëæ»ú±äÊý
random vector Ëæ»úÏòÁ¿
random walk Ëæ»ú×ß¶¯
random walk problem Ëæ»ú×ß¶¯ÎÊÌâ
randomization Ëæ»ú»¯
randomized decision function Ëæ»ú»¯Åоöº¯Êý
randomized test Ëæ»ú»¯¼ì¶¨
randomness Ëæ»úÐÔ
range ÖµÓò
range of a variable ±äÁ¿·¶Î§
range of variation ±ä²î·¶Î§
range test ·¶Î§¼ìÑé
rank ÖÈ
rank correlation µÈ¼¶Ïà¹Ø
rank correlation coefficient µÈ¼¶Ïà¹ØÏµÊý
rank function µÈ¼¶º¯Êý
rank of linear mapping ÏßÐÔÓ³ÉäµÄÖÈ
rank of matrix ÕóµÄÖÈ
rankine cycle À¼½ðÑ­»·
rapid convergence ¿ìÊÕÁ²
rare set Ê輯
rate Öµ
rate of convergence ÊÕÁ²ËÙ¶È
ratio ±È
ratio estimator ±È¹À¼ÆÁ¿
ratio of magnification ·Å´ó±È
ratio of similitude ÏàËÆ±È
rational ÓÐÀíÊý
rational curve ÓÐÀíÇúÏß
rational expression ÓÐÀíʽ
rational fraction ÓÐÀí·Öʽ
rational fractional function ÓÐÀí·Öʽº¯Êý
rational function ÓÐÀíº¯Êý
rational involution µ¥ÐжԺÏ
rational map ÓÐÀíÓ³Éä
rational metamathematics ÓÐÀíÔªÊýѧ
rational normal curve ÓÐÀíÕý¹æÇúÏß
rational number ÓÐÀíÊý
rational root ÓÐÀí¸ù
rational space ÓÐÀí¿Õ¼ä
rational space curve ÓÐÀí¿Õ¼äÇúÏß
rational tranformation ÓÐÀíÓ³Éä
rational value ÓÐÀíÖµ
rational variety ÓÐÀí´Ø
rationality ÓÐÀíÐÔ
rationalization ÓÐÀí»¯
rationalize ÓÐÀí»¯
rationally equivalent ÓÐÀíµÈ¼ÛµÄ
ray °ëÖ±Ïß
ray center ÉäÏßÖÐÐÄ
ray representation ÉäÓ°±íʾ
rayleigh quotient ÈðÀûÉÌ
rays ÉäÏß
reaction ·´Ó¦
read head ¶Á³öÍ·
reading ¶Á
real ÊµÖµ
real analytic manifold ½âÎöÁÎ
real axis ÊµÖá
real closed field Êµ±ÕÓò
real compactification Êµ½ô»¯
real domain ÊµÓò
real function ÊµÖµº¯Êý
real function of a real variable ÊµÒ»±äÊýµÄʵº¯Êý
real number ÊµÖµ
real number system ÊµÊýϵ
real part Êµ²¿
real quadratic number field Êµ¶þ´ÎÊýÓò
real root Êµ¸ù
real time operation ÊµÊ±ÔËËã
real unitary space ÊµÓϿռä
real value ÊµÖµ
real valued function ÊµÖµº¯Êý
realizability ¿ÉʵÏÖÐÔ
realization ÊµÏÖ
rearrange ÖØÐÂÕûÀí
rearrangement ÖØÅÅ
reason ¸ù¾Ý
reasoning ÍÆÂÛ
reciprocal Ï໥µÄ
reciprocal correspondence ·´¶ÔÓ¦
reciprocal difference ·´É̲î·Ö
reciprocal equation »¥·´·½³Ì
reciprocal figures ¿ÉÒ×ͼÐÎ
reciprocal function »¥·´º¯Êý
reciprocal fundamental vectors ¸º»ù±¾ÏòÁ¿
reciprocal integral equations »¥·´»ý·Ö·½³Ì
reciprocal matrix ÄæÕó
reciprocal paper µ¹ÊýÖ½
reciprocal ratio ·´±È
reciprocal relation »¥·´¹ØÏµ
reciprocal spiral Ë«ÇúÂÝÏß
reciprocal transformation ·´Ïò±ä»»
reciprocal value ÄæÖµ
reciprocity law »¥·´ÂÉ
reciprocity theorem »¥·´¶¨Àí
reckonable ¿É¼ÆËãµÄ
rectangle ³¤·½ÐÎ
rectangular Ö±½ÇµÄ
rectangular axes Ö±½ÇÖá
rectangular cartesian coordinate system Ö±½ÇµÑ¿¨¶ù×ø±êϵ
rectangular coordinates Ö±½Ç×ø±ê
rectangular formula ¾ØÐι«Ê½
rectangular hyperbola µÈÖáË«ÇúÏß
rectangular matrix ¾ØÕó
rectangular neighborhood ¾ØÐÎÁÚÓò
rectangular parallelepiped ³¤·½Ìå
rectangular triangle Ö±Èý½ÇÐÎ
rectifiability ¿ÉÇó³¤ÐÔ
rectifiable ¿ÉÇ󳤵Ä
rectifiable curve ¿ÉÇ󳤵ÄÇúÏß
rectification Çó³¤
rectify Çó³¤
rectifying developable É쳤ÇúÃæ
rectifying line ´ÓÇÐÖ±Ïß
rectifying plane ´ÓÇÐÆ½Ãæ
rectifying surface É쳤ÇúÃæ
rectilinear Ö±ÏßµÄ
rectilinear figure Ö±ÏßͼÐÎ
rectilinear generator Ö±½ÊĸÏß
rectilinear motion Ö±ÏßÔ˶¯
rectilinearity Ö±ÏßÐÔ
rectilinearly accessible point Ö±Ï߿ɴïµã
recurrence Ñ­»·
recurrence formula µÝÍÆ¹«Ê½
recurrence relation µÝÍÆ¹ØÏµ
recurrence theorem Ñ­»·¶¨Àí
recurrence time µÝ¹éʱ¼ä
recurrent Ñ­»·µÄ
recurrent event µÝ¹éʼþ
recurrent sequence µÝ¹éÐòÁÐ
recurring chain fraction Ñ­»·Á¬·ÖÊý
recurring continued fraction Ñ­»·Á¬·ÖÊý
recurring series Ñ­»·¼¶Êý
recursion µÝ¹é
recursion equation µÝ¹é·½³Ì
recursion formula µÝÍÆ¹«Ê½
recursion of order p p´ÎµÝ¹éʽ
recursion theorem µÝ¹é¶¨Àí
recursion theory µÝ¹éÀíÂÛ
recursive algorithm µÝ¹éËã·¨
recursive equivalence µÝ¹éµÈ¼ÛÐÔ
recursive function µÝ¹éº¯Êý
recursive number theory µÝ¹éÊýÂÛ
recursive relation µÝ¹é¹ØÏµ
recursive set µÝ¹é¼¯
recursive unsolvability µÝ¹é²»¿É½âÐÔ
recursively enumerable set µÝ¹é¿ÉÊý¼¯
recursiveness µÝ¹éÐÔ
reduce Ô¼»¯
reduced algebra Ô¼»¯´úÊý
reduced automaton Ô¼»¯×Ô¶¯»ú
reduced clifford group Ô¼»¯¿ËÀï¸£ÌØÈº
reduced cohomology group Ô¼»¯ÉÏͬµº
reduced cubic Ô¼»¯Èý´Î
reduced degree ·ÖÀë¶È
reduced equation ¼ò»¯·½³Ì
reduced form Ô¼»¯ÐÍ
reduced gradient method ¼ò»¯Ìݶȷ¨
reduced homology exact sequecnce Ô¼»¯Í¬µýºÏÐòÁÐ
reduced join Ô¼»¯Áª½Ó
reduced norm Ëõ¼õ·¶Êý
reduced quadratic form Ô¼»¯¶þ´ÎÐÎʽ
reduced representation Ô¼»¯±íʾ
reduced residue class ¼ÈԼʣÓàÀà
reduced suspension Ô¼»¯Ðü¹Ò
reducible curve ¿ÉÔ¼ÇúÏß
reducible differential equation ¿ÉԼ΢·Ö·½³Ì
reducible element ¿ÉÔ¼ÔªËØ
reducible equation ¿ÉÔ¼·½³Ì
reducible polynomial ¿ÉÔ¼¶àÏîʽ
reducible representation ¿ÉÔ¼±íʾ
reducible topological space ¿ÉËõÍØÆË¿Õ¼ä
reducible variety ¿ÉÔ¼´Ø
reductio ad absurdum ·´Ö¤·¨
reduction ¼ò»¯
reduction formula ¹éÔ¼¹«Ê½
reduction of a fraction Ô¼·Ö
reduction theorem »¯¹é¶¨Àí
reduction to a common denominator Í¨·Ö
reductive ¿É¼òÔ¼µÄ
redundant axiom ÈßÓ๫Àí
redundant equation ¶àÓà·½³Ì
reentrant angle °¼½Ç
reference ellipsoid ²Î¿¼ÍÖÇò
refinement ¼Óϸ
reflected code ·´ÑÝÂë
reflecting barrier ·´Éä±Ú
reflection ·´Éä
reflexive ×Ô·´µÄ
reflexive banach space ×Ô·´°ÍÄúտռä
reflexive relation ×Ô·´¹ØÏµ
reflexive space ×Ô·´¿Õ¼ä
reflexive subcategory ×Ô·´×Ó·¶³ë
reflexively partially ordered set ×Ô·´°ëÐò¼¯
reflexivity ×Ô·´ÐÔ
refutability ¿É²µÐÔ
refutable ¿É²µµÄ
refutable formula ¿É²µ¹«Ê½
region ÇøÓò
register ¼Ä´æÆ÷
regressand »Ø¹é±äÊý
regression »Ø¹é
regression analysis »Ø¹é·ÖÎö
regression coefficient »Ø¹éϵÊý
regression curve »Ø¹éÇúÏß
regression effect »Ø¹éЧ¹û
regression equation »Ø¹é·½³Ì
regression estimate »Ø¹é¹À¼ÆÁ¿
regression estimator »Ø¹é¹À¼ÆÁ¿
regression function »Ø¹éº¯Êý
regression hyperplane »Ø¹é³¬Æ½Ãæ
regression line »Ø¹éÏß
regression plane »Ø¹éÆ½Ãæ
regression statistic »Ø¹éͳ¼ÆÁ¿
regression surface »Ø¹éÃæ
regula falsi ÊÔλ·¨
regular ÕýÔòµÄ
regular algebraic surface ÕýÔò´úÊýÇúÃæ
regular arc ÕýÔò»¡
regular astroid ÕýÔòÐÇÐÎÏß
regular borel measure ÕýÔò²¨À³¶û²â¶È
regular cardinal ÕýÔò»ùÊý
regular chain ÕýÔòÁ´
regular closed set ÕýÔò±Õ¼¯
regular confidence region ÕýÔòÖÃÐÅÇøÓò
regular continued fraction ÕýÔòÁ¬·ÖÊý
regular convergence ÕýÔòÊÕÁ²
regular covering surface ÕýÔò¸²¸ÇÃæ
regular curve ÕýÔòÇúÏß
regular dodecahedron ÕýÊ®¶þÃæÌå
regular domain ÕýÔòÓò
regular eigenvalue problem ÕýÔòÌØÕµÎÊÌâ
regular element ÕýÔòÔªËØ
regular embedding ÕýÔòǶÈë
regular extension ÕýÔòÀ©ÕÅ
regular factor ÕýÔòÒò×Ó
regular fixed point ÕýÔò²»¶¯µã
regular function È«´¿º¯Êý
regular graph of degree n n´ÎÕýÔòͼ
regular hexahedron ÕýÁùÃæÌå
regular homotopy class ÕýÔòͬÂ×Àà
regular icosahedron Õý¶þÊ®ÃæÌå
regular ideal ÕýÔòÀíÏë
regular integral ÕýÔò»ý·Ö
regular integral curve ÕýÔò»ý·ÖÇúÏß
regular left ideal ÕýÔò×óÀíÏë
regular local ring ÕýÔò¾Ö²¿»·
regular map ÕýÔòÓ³Éä
regular matrix ÕýÔò¾ØÕó
regular measure ÕýÔò²â¶È
regular neighborhood ÕýÔòÁÚÓò
regular octahedron Õý°ËÃæÌå
regular open set ÕýÔò¿ª¼¯
regular operator ÕýÔòËã×Ó
regular ordinal ÕýÔòÐòÊý
regular parametric representation ÕýÔò²ÎÊý±íʾ
regular part of laurent series ÂÞÀɼ¶ÊýµÄÕýÔò²¿
regular part of the function º¯ÊýµÄÕýÔò²¿·Ö
regular permutation ÕýÔòÖû»
regular permutation group ÕýÔòÖû»Èº
regular point ÕýÔòµã
regular point of the boundary ±ß½çµÄÕýÔòµã
regular point system ÕýÔòµãϵ
regular polygon Õý¶à±ßÐÎ
regular polyhedron Õý¶àÃæÌå
regular prime ÕýÔòËØÊý
regular pyramid ÕýÀâ×¶
regular rational mapping ÕýÔòÓÐÀíÓ³Éä
regular right ideal ÕýÔòÓÒÀíÏë
regular ring ÕýÔò»·
regular set ÕýÔò¼¯
regular set function ÕýÔò¼¯º¯Êý
regular sheaf ÕýÔò²ã
regular singular point ÕýÔòÆæµã
regular singularity ÕýÔòÆæµã
regular solution ÕýÔò»ý·Ö
regular space ÕýÔòÍØÆË¿Õ¼ä
regular surface ÕýÔòÇúÃæ
regular terms ÕýÔòÏî
regular tetrahedron ÕýËÄÃæÌå
regular topological space ÕýÔòÍØÆË¿Õ¼ä
regular transformation ÕýÔò±ä»»
regular triangle µÈ±ßÈý½ÇÐÎ
regular value ÕýÔòÖµ
regular variety ÕýÔò´Ø
regularity ÕýÔòÐÔ
regularity condition ÕýÔòÌõ¼þ
regularization ÕýÔò»¯
regularizing operator ÕýÔò»¯Ëã×Ó
regularly branched riemann surface ÕýÔò·ÖÆçÀèÂüÃæ
regularly connected complex ÕýÔòÁ¬Í¨¸´ÐÎ
regularly convergent series ÕýÔòÊÕÁ²¼¶Êý
regularly convex function ÕýÔò͹º¯Êý
regulator µ¥Ôª»ù×¼
rejection number ¾Ü¾øÊý
rejection probability ¾Ü¾ø¸ÅÂÊ
rejection zone ·ñ¶¨´ø
related notion Ïà¹Ø¸ÅÄî
relation ¹ØÏµ
relation of between ½éÓÚÖÐ¼ä¹ØÏµ
relation of subordination ´ÓÊô¹ØÏµ
relational symbol ¹ØÏµ·ûºÅ
relative address Ïà¶ÔµØÖ·
relative aperture ¿Ú¾¶±È
relative boundary Ïà¶Ô±ß½ç
relative cohomology group Ïà¶ÔÉÏͬµº
relative complement Ïà¶Ô²¹
relative curvature Ïà¶ÔÇúÂÊ
relative cycle Ïà¶ÔÑ­»·
relative degree Ïà¶Ô´ÎÊý
relative different Ïà¶Ô¹²éî²î»ý
relative discriminant Ïà¶ÔÅбðʽ
relative error Ïà¶ÔÎó²î
relative extremum ¾Ö²¿¼«Öµ
relative frequency Ïà¶ÔƵÊý
relative homology group Ïà¶Ôͬµº
relative homology theory Ïà¶ÔͬµíÂÛ
relative homotopy group Ïà¶ÔͬÂ×Ⱥ
relative homotopy set Ïà¶ÔͬÂ×¼¯ºÏ
relative invariant Ïà¶Ô²»±äʽ
relative maximum ¾Ö²¿¼«´ó
relative minimum ¾Ö²¿¼«Ð¡
relative motion Ïà¶ÔÔ˶¯
relative neighborhood Ïà¶ÔÁÚÓò
relative norm Ïà¶Ô·¶Êý
relative product Ïà¹Ø³Ë»ý
relative singular homology group Ïà¶ÔÆæÒìͬµº
relative stability Ïà¶ÔÎȶ¨ÐÔ
relative surface Ïà¶ÔÇúÃæ
relative tensor Ïà¶ÔÕÅÁ¿
relative topology Ïà¶ÔÍØÆË
relative uniform convergence Ïà¶ÔÒ»ÖÂÊÕÁ²
relative uniformity Ïà¶ÔÒ»ÖÂÐÔ
relative velocity Ïà¶ÔËÙ¶È
relatively bounded space Ïà¶ÔÓнç¿Õ¼ä
relatively closed set Ïà¶Ô±Õ¼¯
relatively compact set Ïà¶Ô½ô¼¯
relatively compact space Ïà¶Ô½ô¿Õ¼ä
relatively complemented lattice Ïà¶Ô²¹¸ñ
relatively conjugate number Ïà¶Ô¹²éîÊý
relatively countably compact subset Ïà¶Ô¿ÉÊý½ô×Ó¼¯
relatively dense set Ïà¶Ô³íÃܼ¯
relatively general position Ïà¶ÔÆÕͨλÖÃ
relatively invariant measure Ïà¶Ô²»±ä²â¶È
relatively minimal model Ïà¶Ô¼«Ð¡Ä£ÐÍ
relatively open set Ïà¶Ô¿ª¼¯
relatively perfect set Ïà¶ÔÍ걸¼¯
relatively prime elements »¥ËØÔª
relatively prime functions »¥Ëغ¯Êý
relatively prime polynomials »¥ËضàÏîʽ
relatively quasicompact set Ïà¶ÔÄâ½ô¼¯
relativity Ïà¶ÔÐÔ
relativization Ïà¶Ô»¯
relaxation method Ëɳڷ¨
relaxation parameter ËɳڲÎÊý
relay computer ¼Ìµçƽ¼ÆËã»ú
reliability ¿É¿¿ÐÔ
reliable ciphers ¿É¿¿ÐÔÊý×Ö
reliable digit ¿É¿¿ÐÔÊý×Ö
remainder Ê£Óà
remainder of an infinite series ÎÞÇî¼¶ÊýµÄÓàÏî
remainder type Ê£ÓàÐÍ
remote control Ò¡¿Ø
removable ¿ÉÈ¥µÄ
removable discontinuity ¿ÉÏû²»Á¬Ðøµã
removable singularity ¿ÉÏûÆæµã
remove Ïû³ý
renewal density ¸üÐÂÃܶÈ
renewal function ¸üк¯Êý
renewal theory ¸üÐÂÀíÂÛ
renormalization ÖØÕý¹æ»¯
renormalization group ÖØÕý¹æ»¯Èº
renumbering ÖØÐ±àºÅ
reparametrization ÔÙ²ÎÁ¿»¯
repeat Öظ´
repeated combination Óи´×éºÏ
repeated permutation Öظ´ÅÅÁÐ
repeating decimal Ñ­»·Ê®½øÐ¡Êý
repetition Öظ´
repetitive error Öظ´Îó²î
replace Ìæ»»
replacement Ìæ»»
replacement theorem Ìæ»»¶¨Àí
replica ·ÂÑù
representability ¿É±íʾÐÔ
representable ¿É±íʾµÄ
representable function ¿É±íʾµÄº¯Êý
representable functor ¿É±íµÄº¯×Ó
representation ±íʾ
representation by arrows Éä±íʾ
representation in components ·ÖÁ¿±íʾ
representation module ±íʾģ
representation of a group ÈºµÄ±íʾ
representation space ±íʾ¿Õ¼ä
representation theory ±íʾÂÛ
representative ´ú±í
representative domain ±íʾÓò
representative sample ´ú±íÑù±¾
representing function ±íʾº¯Êý
representing graph ±íʾͼ
reproducer ¸´ÖÆ´©¿×»ú
reproducing kernel ÔÙÉúºË
reproducing property ÔÙÉúÐÔ
reproducing punch ¸´ÖÆ´©¿×»ú
requirement ±ØÒª
residual Ê£ÓàµÄ
residual correlation of k th order k¼¶Ê£ÓàÏà¹Ø
residual errors Ê£ÓàÎó²î
residual matrix Ê£ÓàÕó
residual set Ê£Ó༯
residual spectrum Ê£ÓàÆ×
residual sum ²Ð²îºÍ
residual term Ê£ÓàÏî
residual variance Ê£Óà·½²î
residuals Ê£ÓàÎó²î
residue ²ÐÊý
residue class Ê£ÓàÀà
residue class module Ê£ÓàÀàÄ£
residue class modulo m Ä£mÊ£ÓàÀà
residue of a function º¯ÊýµÄ²ÐÊý
residue system Ê£Óàϵ
residue theorem ²ÐÊý¶¨Àí
residueclass field Ê£ÓàÀàÓò
residueclass ring Ê£ÓàÀà»·
resistance µÖÖÆ
resolution ·Ö½â
resolution into partial fractions ²¿·Ö·ÖÊý·Ö½â
resolution of singularities ÆæµãµÄÏû½â
resolvent Ô¥½âʽ
resolvent equation Ô¥½â·½³Ì
resolvent kernel Ô¥½âʽ
resolvent operator Ô¥½âËã×Ó
resolvent set Ô¥½â¼¯
resolvent transformation Ô¥½â±ä»»
resonance condition ¹²ÕñÌõ¼þ
response curve ·´Ó¦ÇúÏß
response surface ·´Ó¦Ãæ
rest Ê£Óà
restrict ÏÞÖÆ
restricted burnside problem ÏÁÒå²®¶üµÂÎÊÌâ
restricted holonomy group ÏÞÖÆÍêÕûȺ
restricted lie algebra ÏÞÖÆÀî´úÊý
restricted predicate calculus ÏÁν´ÊÑÝËã
restricted randomization ÏÞÖÆËæ»ú»¯
restriction ÏÞÖÆ
restriction homomorphism ÏÞÖÆÍ¬Ì¬
resultant ºÏ³ÉµÄ
resultant force ºÏÁ¦
retard ÍƳÙ
retardation ÑÓÖÍ
retarded potential ÍƳÙÊÆ
retract ÊÕËõºË
retraction ±£ºËÊÕËõ
return ·µ»Ø
return address ·µ»ØµØÖ·
reuleaux triangle Â³ÂåÈý½ÇÐÎ
reverse ÄæµÄ
reversibility ¿ÉÄæÐÔ
reversible ¿ÉÄæµÄ
reversion ·´×ª
revised simplex method ÐÞÕýµ¥Ðη¨
revolution »Ø×ª
reynold number À×ŵÊý
rhombic ÁâÐεÄ
rhombohedron ÁâÃæÌå
rhomboid ³¤ÁâÐÎ
rhombus ÁâÐÎ
rhumb line Ð±Ê»ÇúÏß
riccati equation À迨Ìá΢·Ö·½³Ì
ricci equatoin ÀîÆæºãµÈʽ
ricci identity ÀîÆæºãµÈʽ
riemann function ÀèÂüº¯Êý
riemann integral ÀèÂü»ý·Ö
riemann mapping theorem ÀèÂüÓ³É䶨Àí
riemann matrix ÀèÂü¾ØÕó
riemann measurable ÀèÂü¿É²âµÄ
riemann roch group ÀèÂü ÂÞÀïȺ
riemann sphere ÀèÂüÇòÃæ
riemann stieltjes integral ÀèÂü ˹µÙ¶û˹»ý·Ö
riemann surface ÀèÂüÃæ
riemannian connection ÀèÂüÁªÂç
riemannian geomety ÍÖÔ²¼¸ºÎ
riemannian manifold ÀèÂüÁÎ
riemannian space ÀèÂüÁÎ
riemannian submanifold ÀèÂü×ÓÁÎ
riesz representation theorem Àè×ȱíʾ¶¨Àí
right ÓÒ·½µÄ
right action ÓÒ×Ã
right alternative ring ÓÒ½»´í»·
right angle Ö±½Ç
right angled Ö±½ÇµÄ
right angled coordinates Ö±½Ç×ù±ê
right angled isosceles triangle Ö±½ÇµÈÑüÈý½ÇÐÎ
right angled triangle Ö±½ÇÈý½ÇÐÎ
right annihilator ideal ÓÒÁ㻯×Ó
right artinian ring ÓÒ°¢Í¢»·
right balanced functor ÓÒÆ½ºâº¯×Ó
right circular cone Ö±Á¢Ô²×¶
right circular cylinder Ö±Á¢Ô²Öù
right commensurable elements Óҿɹ«¶ÈÔªËØ
right commutator ÓÒ»»Î»×Ó
right completion ÓÒÍ걸»¯
right conoid ÕýÅü×¶ÇúÃæ
right continuous functor ÓÒÁ¬Ðøº¯×Ó
right coset ÓÒÅ㼯
right coset decomposition ÓÒ°øÏµ·Ö½â
right coset expansion ÓÒ°øÏµ·Ö½â
right coset space ÓÒ°øÏµ¿Õ¼ä
right cylinder Ö±Öù
right denominator ÓÒ·Öĸ
right derivative ÓÒµ¼Êý
right derived functor ÓÒµ¼³öº¯×Ó
right differentiability ÓÒ¿É΢ÐÔ
right direct product ÓÒÖ±»ý
right directed quasiorder ÓÒÓÐÏòÄâÐò
right distributive ÓÒ·ÖÅäµÄ
right distributivity ÓÒ·ÖÅäÐÔ
right divisor ÓÒÒò×Ó
right eigenvector ÓÒ±¾ÕòÁ¿
right endpoint ÓҶ˵ã
right equivalent matrix ÓҵȼÛÕó
right exact functor ÓÒÕýºÏº¯×Ó
right exponent ÓÒÖ¸Êý
right factor ÓÒÒò×Ó
right faithful functor ÓÒÒ»Ò»µÄº¯×Ó
right half plane ÓÒ°ëÆ½Ãæ
right hand continuons function ÓÒÁ¬Ðøº¯Êý
right hand derivative ÓÒ·½µ¼Êý
right hand differentiable ÓÒ·½¿É΢µÄ
right hand half open interval ÓÒ·½°ë¿ªÇø¼ä
right hand side ÓÒ±ß
right handed co ordinate system ÓÒÊÖ×ø±êϵ
right handed curve ÓÒÐýÇúÏß
right handed rotation ÓÒÐýת
right handed system ÓÒÊÖ×ø±êϵ
right handed trihedral ÓÒÊÖÈýÃæÌå
right helicoid ÕýÂÝÃæ
right hereditary ring ÓÒÒÅ´«»·
right homotopy inverse ÓÒͬÂ×ÄæÔª
right ideal ÓÒÀíÏë
right identity element ÓÒçÛÔª
right injective dimension ÓÒÄÚÉäάÊý
right inner product ÓÒÄÚ»ý
right invariant haar measure ÓÒ²»±ä¹þ¶û²â¶È
right inverse ÓÒÄæËã×Ó
right inverse element ÓÒÄæÔª
right inverse matrix ÓÒÄæ¾ØÕó
right inverse operator ÓÒÄæËã×Ó
right invertible element ÓÒ¿ÉÄæÔª
right limit ÓÒ¼«ÏÞ
right module ÓÒÄ£
right operator ÓÒËã×Ó
right order ÓÒÕû»·
right periodic group ÓÒÖÜÆÚȺ
right projective space ÓÒÉäÓ°¿Õ¼ä
right pyramid Ö±Á¢Àâ×¶
right quasi inverse ÓÒÄâÄæÔª
right quasi invertible element ÓÒÄâ¿ÉÄæÔª
right quasigroup ÓÒÄâȺ
right quotient ÓÒÉÌ
right radical ÓÒ¸ù
right regular element ÓÒÕýÔòÔª
right regular representation ÓÒÕýÔò±íʾ
right regular ring ÓÒÕýÔò»·
right regular semigroup ÓÒÕýÔò°ëȺ
right regularity ÓÒÕýÔòÐÔ
right representative system ÓÒ´ú±íϵ
right resolution ÓÒ·Ö½â
right satellite ÓÒÎÀÐǺ¯×Ó
right semi hereditary ring ÓÒ°ëÒÅ´«»·
right semilinear mapping ÓÒ°ëÏßÐÔÓ³Éä
right side derivative ÓÒ·½µ¼Êý
right side differentiable ÓÒ·½¿É΢µÄ
right tensor product ÓÒÕÅÁ¿³Ë»ý
right topological vector space ÓÒÍØÆËÏòÁ¿¿Õ¼ä
right translation ÓÒÆ½ÒÆ
right triangle Ö±½ÇÈý½ÇÐÎ
right uniformity ÓÒÒ»ÖÂÐÔ
right unit ÓÒµ¥Î»Ôª
right vector space ÓÒÏòÁ¿¿Õ¼ä
right zero divisor ÓÒÁãÒò×Ó
right zero element ÓÒÁãÔªËØ
right zero morphism ÓÒÁãÉä
rightanalytic function ÓÒ½âÎöº¯Êý
rightannihilator ÓÒÁ㻯×Ó
rightcancellation law ÓÒÏûÈ¥ÂÉ
rightdivision ÓÒ³ý
rightinvariance ÓÒ²»±äÐÔ
rightinvariant measure ÓÒ²»±ä²â¶È
rightmonotonicity ÓÒµ¥µÔ
rightmultiplication Óҳ˷¨
rightquasi regularity ÓÒÄâÕýÔòÐÔ
rigid body ¸ÕÌå
rigid space ¸ÕÌå¿Õ¼ä
rigidity ¸ÕÐÔ
rigidity theorem ¸ÕÐÔ¶¨Àí
rigorous solution Ñϸñ½â
ring »·
ring axioms »·¹«Àí
ring extension »·À©ÕÅ
ring generator »·Éú³ÉÔª
ring homomorphism »·Í¬Ì¬
ring of endomorphisms ×Ô̬ͬ»·
ring of formal power series ÐÎʽÃݼ¶Êý»·
ring of integers ÕûÊý»·
ring of matrices ¾ØÕó»·
ring of numbers Êý»·
ring of operators Ëã×Ó»·
ring of quotients ÉÌ»·
ring of scalars »ù»·
ring with operators Ëã×Ó»·
ringed space »·Ê½¿Õ¼ä
rise ÔöÁ¿
risk function ·çÏÕº¯Êý
risk point ·çÏÕµã
ritz method Àï×ȵķ½·¨
robin constant ÂÞ±ö³£Êý
robust statistics ¼á¹Ìͳ¼ÆÁ¿
robust test ¼á¹Ì¼ì¶¨
robustness ¼á¹ÌÐÔ
root ¸ù
root condition ¸ùÌõ¼þ
root distridution ¸ùµÄ·Ö²¼
root field ¸ùÓò
root function ¸ùº¯Êý
root mean square error ¾ù·½¸ù²î
root of equation ·½³ÌʽµÄ¸ù
root of unity µ¥Î»¸ù
root space ¸ù¿Õ¼ä
root system ¸ùϵ
rootmeansquare ¾ù·½¸ù
rotable design ¿ÉÐýתÊÔÑéÉè¼Æ
rotate Ðýת
rotating ×ª¶¯µÄ
rotation Ðýת
rotation group ÐýתȺ
rotation of axes ×ø±êÖáµÄÐýת
rotation of co ordinate system ×ø±êÖáµÄÐýת
rotation of tensor field ÕÅÁ¿³¡µÄÐýת
rotation of vector field ÏòÁ¿³¡µÄÐýת
rough estimate ´ÖÂÔ¹À¼Æ
roulette Ò»°ãÐýÂÖÏß
round ÉáÈë
round off error ÉáÈë¹æÔò
round up error ÉáÈë¹æÔò
rounding ÉáÈë
rounding down ÉáÈë
rounding error ÉáÈëÎó²î
rounding up ÉáÈë
routine ³ÌÐò
routine library ³ÌÐò¿â
row ÐÐ
row matrix ÐоØÕó
row operation ÐÐÔËËã
row rank ÐÐÖÈ
row space Ðпռä
row sum ÐкÍ
row vector ÐÐÏòÁ¿
rule ¹æÔò
rule of commutativity ½»»»ÐÔ¹æÔò
rule of detachment ·ÖÀë¹æÔò
rule of elimination ÏûÔª¹æÔò
rule of hypothetical syllogism ¼ÙÑÔÈý¶ÎÂÛ¹æÔò
rule of inference ÍÆÀí¹æÔò
rule of l'hospital Â屨´ï¹æÔò
rule of operation ÔËËã¹æÔò
rule of rounding ÉáÈë¹æÔò
rule of signs Õý¸ººÅ¹æÔò
rule of substitution ´úÈë¹æÔò
rule of syllogism Èý¶ÎÂÛ·¨¹æÔò
rule of three Èý·ÖÂÉ
ruled surface Ö±ÎÆÇúÃæ
ruler Ö±³ß
ruling Ä¸Ïß
ruling on a surface ÇúÃæµÄĸÏß
run ÓγÌ
runge kutta method Áú¸ñ ¿âËþ·¨
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