a priori bound ÏÈÑé½çÏÞ
a priori distri
bution ÏÈÑé·Ö²¼
a priori probability ÏÈÑé¸ÅÂÊ
a summable a¿ÉºÍµÄ
abacus ËãÅÌ
abbreviate ÂÔ
abbreviation ¼ò»¯
abel equation °¢±´¶ú·½³Ì
abel identity °¢±´¶úºãµÈʽ
abel inequality °¢±´¶ú²»µÈʽ
abel summation method °¢±´¶úÇóºÍ·¨
abelian algebra °¢±´¶ú´úÊý
abelian differential °¢±´¶ú΢·Ö
abelian equation °¢±´¶ú·½³Ì
abelian extension °¢±´¶úÀ©ÕÅ
abelian function °¢±´¶úº¯Êý
abelian function field °¢±´¶úº¯ÊýÓò
abelian functor °¢±´¶úº¯×Ó
abelian group ½»»»Èº
abelian groupoid °¢±´¶ú¹ãȺ
abelian integral °¢±´¶ú»ý·Ö
abelian summation °¢±´¶úÇóºÍ·¨
abelian theorem °¢±´¶ú¶¨Àí
abelian variety °¢±´¶ú´Ø
abridge ÂÔ
abridged notation ¼òËã¼ÇºÅ
abscissa ºá×ø±ê
abscissa of absolute convergence ¾ø¶ÔÊÕÁ²×ø±ê
abscissa of summability ¿ÉºÍÐÔ×ø±ê
abscissa of uniform convergence Ò»ÖÂÊÕÁ²ºá×ø±ê
absolute ¾ø¶ÔÐÎ
absolute address ¾ø¶ÔµØÖ·
absolute class field ¾ø¶ÔÀàÓò
absolute coding ¾ø¶Ô±àÂë
absolute cohomology ¾ø¶ÔÉÏͬµ÷
absolute conic ¾ø¶Ô¶þ´ÎÇúÏß
absolute convergence ¾ø¶ÔÊÕÁ²
absolute curvature vector ¾ø¶ÔÇúÂÊÏòÁ¿
absolute deviation ¾ø¶ÔÆ«²î
absolute differential calculus ¾ø¶Ô΢·Öѧ
absolute error ¾ø¶ÔÎó²î
absolute extremes ¾ø¶Ô¼«Öµ
absolute extremum ¾ø¶Ô¼«Öµ
absolute frequency ¾ø¶ÔƵÂÊ
absolute geometry ¾ø¶Ô¼¸ºÎ
absolute homology group ¾ø¶Ôͬµº
absolute homotopy group ¾ø¶ÔͬÂ×Ⱥ
absolute inequality ¾ø¶Ô²»µÈʽ
absolute instability ¾ø¶Ô²»Îȶ¨ÐÔ
absolute maximum ¾ø¶Ô¼«´óÖµ
absolute minimum ¾ø¶Ô¼«Ð¡Öµ
absolute moment ¾ø¶Ô¾Ø
absolute neighborhood ¾ø¶ÔÁÚÓò
absolute neighborhood retract ¾ø¶ÔÁÚÓòÊÕËõºË
absolute norm ¾ø¶Ô·¶Êý
absolute number ²»ÃûÊý
absolute parallelism ¾ø¶ÔƽÐÐÐÔ
absolute quadric ¾ø¶Ô¶þ´ÎÇúÃæ
absolute ramification index ¾ø¶Ô·ÖÆçÖ¸Êý
absolute rotation ¾ø¶ÔÐýת
absolute singular homology group ¾ø¶ÔÆæÒìͬµº
absolute space ¾ø¶Ô¿Õ¼ä
absolute space time ¾ø¶Ôʱ¿Õ
absolute stability ¾ø¶ÔÎȶ¨ÐÔ
absolute term ³£ÊýÏî
absolute unit ¾ø¶Ôµ¥Î»
absolute value ¾ø¶ÔÖµ
absolute value sign ¾ø¶ÔÖµ·ûºÅ
absolute velocity ¾ø¶ÔËÙ¶È
absolutely additive measure ÍêÈ«¼ÓÐÔ²â¶È
absolutely compact set ¾ø¶Ô½ô¼¯
absolutely complete system ¾ø¶ÔÍ걸ϵ
absolutely continuous ¾ø¶ÔÁ¬ÐøµÄ
absolutely continuous distri
bution ¾ø¶ÔÁ¬Ðø·Ö²¼
absolutely continuous function ¾ø¶ÔÁ¬Ðøº¯Êý
absolutely continuous measure ¾ø¶ÔÁ¬Ðø²â¶È
absolutely continuous part ¾ø¶ÔÁ¬Ðø²¿·Ö
absolutely continuous transformation ¾ø¶ÔÁ¬Ðø±ä»»
absolutely convergent ¾ø¶ÔÊÕÁ²µÄ
absolutely convergent integral ¾ø¶ÔÊÕÁ²»ý·Ö
absolutely convergent series ¾ø¶ÔÊÕÁ²¼¶Êý
absolutely convex hull ¾ø¶Ô͹°ü
absolutely discontinuous function ¾ø¶Ô²»Á¬Ðøº¯Êý
absolutely integrable ¾ø¶Ô¿É»ýµÄ
absolutely irreducible character ¾ø¶Ô²»¿ÉÔ¼ÌØÕ÷
absolutely irreducible representation ¾ø¶Ô²»¿ÉÔ¼±íʾ
absolutely irreducible variety ¾ø¶Ô²»¿ÉÔ¼´Ø
absolutely normal number ¾ø¶Ô·¶Êý
absolutely prime ideal ¾ø¶ÔËØÀíÏë
absolutely semisimple algebra ¾ø¶Ô°ëµ¥´úÊý
absolutely simple group ¾ø¶Ôµ¥Èº
absolutely summable sequence ¾ø¶Ô¿ÉºÍÐòÁÐ
absolutely unbiased estimator ¾ø¶ÔÎÞÆ«¹À¼ÆÁ¿
absolutely unramified extension ¾ø¶Ô·Ç·ÖÆçÀ©ÕÅ
absorbing barrier ÎüÊÕÕϰ
absorbing medium ÎüÊÕýÌå
absorbing set ÎüÊÕ¼¯
absorbing state ÎüÊÕ̬
absorption ÎüÊÕ
absorption coefficient ÎüÊÕϵÊý
absorption curve ÎüÊÕÇúÏß
absorption factor ÎüÊÕÒòÊý
absorption index ÎüÊÕÖ¸Êý
absorption law ÎüÊÕÂÉ
absorption probability ÎüÊÕ¸ÅÂÊ
abstract ³éÏóµÄ
abstract algebra ³éÏó´úÊý
abstract algebraic geometry ³éÏó´úÊý¼¸ºÎ
abstract automaton ³éÏó×Ô¶¯»ú
abstract category ³éÏó·¶³ë
abstract code ÀíÏëÂë
abstract complex ³éÏó¸´ÐÎ
abstract group ³éÏóȺ
abstract interval function ³éÏóÇø¼äº¯Êý
abstract mathematics ³éÏóÊýѧ
abstract number ²»ÃûÊý
abstract ordered simplicial complex ³éÏóÓÐÐòµ¥´¿¸´ÐÎ
abstract simplex ³éÏóµ¥ÐÎ
abstract simplicial subcomplex ³éÏóµ¥×Ó¸´ÐÎ
abstract space ³éÏó¿Õ¼ä
abstraction ³éÏó
abstraction operator ³éÏóËã×Ó
absurd ÃýÂÛµÄ
absurdity ÃýÂÛ
abundance ratio ·á¶È±È
abundant number ¹ýÊ£Êý
accelerated motion ¼ÓËÙÔ˶¯
acceleration ¼ÓËÙ¶È
acceleration of convergence ÊÕÁ²ÐԵļÓËÙ
acceleration of gravity ÖØÁ¦¼ÓËÙ¶È
acceptable quality level ºÏ¸ñÖÊÁ¿Ë®Æ½
acceptance ¿Ï¶¨
acceptance inspection ½ÓÊܼì²é
acceptance limit ½ÓÊܽçÏÞ
acceptance line ½ÓÊÜÏß
acceptance number ½ÓÊÜÊý
acceptance probability ½ÓÊܸÅÂÊ
acceptance region ½ÓÊÜÇøÓò
acceptance zone ½ÓÊÜ´ø
access ´æÈ¡
access speed ´æÈ¡ËÙ¶È
access time ´æÈ¡Ê±¼ä
accessibility ¿É´ïÐÔ
accessible boundary point ¿É´ï±ß½çµã
accessible ordinal number ¿É´ïÐòÊý
accessible point ¿É´ïµã
accessible set ¿É´ï¼¯
accessible vertex ¿É´ï¶¥µã
accessory extremal ÅäÁ¬¼«Öµ
accidental żȻµÄ
accidental coincidence żȻ·ûºÏ
accidental error Ëæ»úÎó²î
accommodation µÚ
accumulated error ÀÛ»ýÎó²î
accumulating point ¾Ûµã
accumulation ÀÛ»ý
accumulation point ¾Ûµã
accumulator ÀÛ¼ÓÆ÷´æ´¢Æ÷
accuracy ׼ȷÐÔ
accuracy grade ׼ȷ¶È
accuracy of measurement ²âÁ¿¾«È·¶È
accuracy rating ׼ȷ¶È
acnod ¹Âµã
acount ¼ÆËã
action integral ×ûý·Ö
action variable ×ñäÁ¿
active restriction ÓÐЧÏÞÖÆ
actual ÕæÊµµÄ
actual infinity ʵÎÞÇî
acute ¼âÈñµÄ
acute angle Èñ½Ç
acute angled triangle Èñ½ÇÈý½ÇÐÎ
acute triangle Èñ½ÇÈý½ÇÐÎ
acuteness Èñ¶È
acyclic ·ÇÑ»·µÄ
acyclic complex ·ÇÑ»·¸´ÐÎ
acyclic graph »·µÀ×ÔÓÉͼ
acyclic model theorem ·ÇÑ»·Ä£ÐͶ¨Àí
ad infinitum ÎÞÇîµØ
adams circle °¢´ïķ˹Բ
adams extrapolation method °¢´ïķ˹Íâ²å·¨
adaptability ÊÊÓ¦ÐÔ
adaptation ÊÊÓ¦
adapted basis ÊÊÓ¦»ù
add ¼Ó
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addition formulas ¼Ó·¨¹«Ê½
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addition system ¼Ó·¨Ïµ
addition table ¼Ó·¨±í
addition theorem ¼Ó·¨¶¨Àí
addition theorem of probability ¸ÅÂʵļӷ¨¶¨Àí
additional ¼Ó·¨µÄ
additional code ¸½¼Ó´úÂë
additional condition ¸½¼ÓÌõ¼þ
additional error ¸½¼ÓÎó²î
additive ¼Ó·¨µÄ
additive category ¼ÓÐÔ·¶³ë
additive class ¼ÓÐÔÀà
additive functional ¼ÓÐÔ·ºº¯Êý
additive functional transformation ¼ÓÐÔ·ºº¯±ä»»
additive group ¼Ó·¨Èº
additive interval function ¼ÓÐÔÇø¼äº¯Êý
additive inverse element ¼ÓÐÔÄæÔªËØ
additive number theory ¶ÑÀÝÊýÂÛ
additive operator ¼ÓÐÔËã×Ó
additive process ¼ÓÐÔ¹ý³Ì
additive relation ¼ÓÐÔ¹ØÏµ
additive separable ¼Ó·¨¿É·ÖµÄ
additive theory of numbers ¶ÑÀÝÊýÂÛ
additive valuation ¼Ó·¨¸³Öµ
additively commutative ordinal numbers ¼ÓÐÔ½»»»ÐòÊý
additivity ¼Ó·¨ÐÔ
address µØÖ·
address part µØÖ·²¿·Ö
address register µØÖ·¼Ä´æÆ÷
addressing Ö¸¶¨Ïäλ
adele °¢´ú¶û
adele group °¢´ú¶ûȺ
adequate ÊʺϵÄ
adherent point ´¥µã
adhesion ¸½×Å
adjacency ÁÚ½Ó
adjacency matrix ÁÚ½Ó¾ØÕó
adjacent angles ÁÚ½Ç
adjacent edge ÁÚÀâ
adjacent side ÁÚ±ß
adjacent supplementary angles ÁÚ½Ç
adjacent vertex ÁÚ¶¥
adjoint boundary value problem °éËæ±ßÖµÎÊÌâ
adjoint determinant °éËæÐÐÁÐʽ
adjoint difference equation °éËæ²î·Ö·½³Ì
adjoint differential equation °éËæÎ¢·Ö·½³Ì
adjoint differential expression °éËæÎ¢·Öʽ
adjoint form °éËæÐÎʽ
adjoint function °éËæº¯Êý
adjoint functor °éËæº¯×Ó
adjoint graph µ¼³öͼ
adjoint group °éËæÈº
adjoint hilbert problem °éËæÏ£¶ú²®ÌØÎÊÌâ
adjoint integral equation °éËæ»ý·Ö·½³Ì
adjoint kernel °éËæºË
adjoint linear map °éËæÏßÐÔÓ³Éä
adjoint matrix °éËæÕó
adjoint operator °éËæËã×Ó
adjoint process °éËæ¹ý³Ì
adjoint representation °éËæ±íʾ
adjoint space °éËæ¿Õ¼ä
adjoint surface °éËæÇúÃæ
adjoint system °éËæÏµ
adjoint system of differential equations ΢·Ö·½³ÌµÄ°éËæÏµ
adjoint transformation °éËæËã×Ó
adjoint vector °éËæÏòÁ¿
adjunct ´úÊýÓà×Óʽ
adjunction ¸½¼Ó
adjunction of an identity element µ¥Î»ÔªµÄ¸½¼Ó
adjustable point ¿Éµ¨µã
adjustment µû
admissibility limit ÈÝÐí½çÏÞ
admissible ÈÝÐíµÄ
admissible category ÈÝÐí·¶³ë
admissible chart ÈÝÐíͼ
admissible control ¿ÉÐпØÖÆ
admissible decision function ÈÝÐíÅоöº¯Êý
admissible decision rule ÈÝÐíÅоöº¯Êý
admissible deformation ÈÝÐíÐαä
admissible domain ÈÝÐíÇøÓò
admissible function ÈÝÐíº¯Êý
admissible homomorphism ÈÝÐí̬ͬ
admissible hypothesis ÈÝÐí¼ÙÉè
admissible lifting ÈÝÐíÌáÉý
admissible map ÈÝÐíÓ³Éä
admissible sequence ÈÝÐíÐòÁÐ
admissible space ÈÝÐí¿Õ¼ä
admissible strategy ÈÝÐí²ßÂÔ
admissible subgroup ÈÝÐí×ÓȺ
admissible test ÈÝÐí¼ì¶¨
admissible value ÈÝÐíÖµ
affine algebraic set ·ÂÉä´úÊý¼¯
affine collineation ·ÂÉäÖ±Éä±ä»»
affine connection ·ÂÉäÁªÂç
affine coordinates ƽÐÐ×ø±ê
affine curvature ·ÂÉäÇúÂÊ
affine differential geometry ·ÂÉä΢·Ö¼¸ºÎѧ
affine distance ·ÂÉä¾àÀë
affine figure ·ÂÉäͼÐÎ
affine function ·ÂÉ亯Êý
affine geometry ·ÂÉ伸ºÎѧ
affine group ·ÂÉäȺ
affine group scheme ·ÂÉäȺ¸ÅÐÍ
affine isothermal net ·ÂÉäµÈÎÂÍø
affine length ·ÂÉ䳤¶È
affine line ·ÂÉäÖ±Ïß
affine normal ·ÂÉä·¨Ïß
affine parameter ·ÂÉä²ÎÊý
affine principal curvature ·ÂÉäÖúÂÊ
affine rational transformation ·ÂÉäÓÐÀí±ä»»
affine space ·ÂÉä¿Õ¼ä
affine sphere ·ÂÉäÇòÃæ
affine surface ·ÂÉäÇúÃæ
affine transformation ·ÂÉä±ä»»
affine variety ·ÂÉä´Ø
affinely connected manifold ·ÂÉäÁ¬Í¨ÁÎ
affinely connected space ·ÂÉäÁ¬Í¨¿Õ¼ä
affinity ·ÂÉä±ä»»
affirmation ¿Ï¶¨
affirmative proposition ¿Ï¶¨ÃüÌâ
affix ¸½±ê
after effect ºóЧ×Ã
aggregate ¼¯
aggregation ¾ÛºÏ
agreement Ò»ÖÂ
air coordinates ¿Õ¼ä×ø±ê
airy function ÑÇÀﺯÊý
airy integral ÑÇÀï»ý·Ö
aitken interpolation °¬ÌؿϲåÖµ
aitken interpolation formula °¬ÌؿϲåÖµ¹«Ê½
albanese variety °¢¶û°ÍÄÚ˹´Ø
aleph °¢Áзò
aleph zero °¢ÁзòÁã
alexander cohomology module ÑÇÀúɽ´óÉÏͬµ£
alexander cohomology theory ÑÇÀúɽ´óÉÏͬµÛ
alexander matrix ÑÇÀúɽ´óÕó
alexander polynomial ÑÇÀúɽ´ó¶àÏîʽ
algebra ´úÊýѧ
algebra of events ʼþ³¡
algebra of logic Âß¼´úÊý
algebra of tensors ÕÅÁ¿´úÊý
algebra over k »·kÉϵĴúÊý
algebraic ´úÊýµÄ
algebraic adjunction ´úÊýµÄ¸½¼Ó
algebraic affine variety ·ÂÉä´úÊý¼¯
algebraic algebra ´úÊýµÄ´úÊý
algebraic branch point ´úÊý·ÖÆçµã
algebraic calculus ´úÊý¼ÆËã
algebraic closure ´úÊý±Õ°ü
algebraic closure operator ´úÊý±Õ°üËã×Ó
algebraic complement ´úÊýÓà×Óʽ
algebraic cone ´úÊý×¶
algebraic correspondence ´úÊý¶ÔÓ¦
algebraic curve ´úÊýÇúÏß
algebraic equation ´úÊý·½³Ì
algebraic expression ´úÊýʽ
algebraic extension ´úÊýÀ©ÕÅ
algebraic form ´úÊýÐÎʽ
algebraic fraction ´úÊý·Öʽ
algebraic function ´úÊýº¯Êý
algebraic function field ´úÊýº¯ÊýÓò
algebraic geometry ´úÊý¼¸ºÎѧ
algebraic group ´úÊýȺ
algebraic hull ´úÊý°ü
algebraic hypersurface of the seconed order ¶þ½×´úÊý³¬ÇúÃæ
algebraic integer ´úÊýÕûÊý
algebraic irrational number ´úÊýÎÞÀíÊý
algebraic lie algebra ´úÊýµÄÀî´úÊý
algebraic logic of pocket calculator ÐäÕ伯Ëã»úµÄ´úÊýÂß¼
algebraic multiplicity ´úÊýÖØ¶È
algebraic number ´úÊýÊý
algebraic number field ´úÊýÊýÓò
algebraic number theory ´úÊýÊýÂÛ
algebraic operation ´úÊýÔËËã
algebraic polynomial ´úÊý¶àÏîʽ
algebraic singularity ´úÊýÆæµã
algebraic space ´úÊý¿Õ¼ä
algebraic spiral ´úÊýÂÝÏß
algebraic structure ´úÊý½á¹¹
algebraic sum ´úÊýºÍ
algebraic surface ´úÊýÇúÃæ
algebraic system ´úÊýϵ
algebraic variety ´úÊý´Ø
algebraically closed field ´úÊý±ÕÓò
algebraically dependent elements ´úÊýÏà¹ØÔª
algebraically equivalent ´úÊýµÈ¼ÛµÄ
algebraically independent elements ´úÊýÎÞ¹ØÔª
algebraization ´úÊý»¯
algebro geometric ´úÊý¼¸ºÎµÄ
algebroid function ´úÊýÌ庯Êý
algebroidal function ´úÊýÌ庯Êý
algorithm Ëã·¨
algorithm of division շתÏà³ý·¨
algorithm of euclid Å·¼¸ÀïµÃËã·¨
algorithm theory Ëã·¨ÂÛ
algorithmic language Ëã·¨ÓïÑÔ
algorithmization Ëã·¨»¯
aligned systematic sampling ÁÐϵͳ³éÑù
alignment chart ÁÐÏßͼ
aliquot part Õû³ý²¿·Ö
alligation »ìºÏ·¨
allocation problem ÅäÖÃÎÊÌâ
allowable ÈÝÐíµÄ
allowable defects ÈÝÐí¿¿
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allowance ÔÊÐí
almost all ¼¸ºõ´¦´¦
almost bounded function ´ùÓн纯Êý
almost certain convergence ¼¸ºõ±ØÈ»ÊÕÁ²
almost complex manifold ´ù¸´ÁÎ
almost convergent sequence ´ùÊÕÁ²ÐòÁÐ
almost equivalent ´ùµÈ¼Û
almost everywhere ¼¸ºõ´¦´¦
almost impossible event ´ù²»¿ÉÄÜʼþ
almost invariant set ´ù²»±ä¼¯
almost periodic function ´ùÖÜÆÚº¯Êý
almost periodicity ´ùÖÜÆÚÐÔ
almost significant ´ùÏÔÖøµÄ
alpha capacity ÈÝÁ¿
alpha limit set ¼«ÏÞ¼¯
alphabetical ×ÖĸµÄ
alphanumeric ×ÖĸÊý×Öʽ
alphanumeric representation of information ÐÅÏ¢µÄ×Öĸ Êý×Ö±íʾ
alternate angles ´í½Ç
alternating chain ½»´íÁ´
alternating differential form Íâ΢·ÖÐÎʽ
alternating differential of differential form ΢·ÖÐÎʽµÄ½»´í΢·Ö
alternating direction method ½»Ìæ·½Ïò·¨
alternating form ½»´íÐÎʽ
alternating function ·´¶Ô³Æº¯Êý
alternating group ½»´íȺ
alternating harmonic series À³²¼Äá×ȼ¶Êý
alternating knot ½»´íŦ½á
alternating matrix ½»´í¾ØÕó
alternating method ½»´í·¨
alternating product Íâ»ý
alternating sequence ½»´íÐòÁÐ
alternating series ½»´í¼¶Êý
alternating series test ½»´í¼¶Êý¼ìÑé
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alternating tensor density ½»´íÕÅÁ¿ÃܶÈ
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alternation ½»´í
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alternative hypothesis ÔñÒ»¼ÙÉè
alternative normal form ÎöÈ¡·¶Ê½
alternative proposition Ñ¡ÑÔÃüÌâ
altitude ¸ß¶È
altitude theorem ¸ß¶È¶¨Àí
amalgamated product Èںϻý
amalgamated subcategory ÈÚºÍ×Ó·¶³ë
amalgamation ºÏ²¢
ambient space »·Èƿռä
ambiguous point Æçµã
amicable numbers Ç׺ÍÊý
amount Á¿
amphicheiral knot Ë«ÏòŦ½á
ample divisor ·á¸»³ý×Ó
amplitude Õñ·ù;½Ç
amplitude of a complex number ¸´Êý½Ç
analog computer Ä£Äâ¼ÆËã»ú
analogous ÀàËÆµÄ
analogue display ÏàËÆ±íʾ
analogue method ÏàËÆ·¨
analogy ÀàËÆ
analysis Êýѧ·ÖÎö
analysis of time series ʱ¼äÐòÁзÖÎö
analysis of variance ·½²î·ÖÎö
analytic ·ÖÎöµÄ
analytic arc ½âÎö»¡
analytic completion ½âÎö¿ªÍØ
analytic continuation ½âÎö¿ªÍØ
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analytic expression ½âÎöʽ
analytic function ·ÖÎöº¯Êý
analytic function of several variables ¶àÔª½âÎöº¯Êý
analytic geometry ·ÖÎö¼¸ºÎѧ
analytic index ½âÎöÖ¸Êý
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analytic prime number theory ½âÎöËØÊýÂÛ
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analytical geometry ·ÖÎö¼¸ºÎѧ
analytical hierarchy ½âÎö·Ö²ã
analytical mapping È«´¿Ó³Éä
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analytically continuable ¿É½âÎö¿ªÍصÄ
analytically independent ½âÎöÎ޹صÄ
analytically irreducible variety ½âÎö²»¿ÉÔ¼´Ø
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angle of attack Ó½Ç
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angle of diffraction ÑÜÉä½Ç
angle of incidence ÈëÉä½Ç
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angle of intersection Ïཻ½Ç
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anisotropic ¸òÒìÐÔµÄ
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annihilator Á㻯×Ó
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characteristic determinant ÌØÕÐÁÐʽ
characteristic differential equation ÌØÕ¢·Ö·½³Ì
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characteristic exponent ÌØÕ¸Êý
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characteristic polynomial ÌØÕàÏîʽ
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circle of convergence ÊÕÁ²Ô²
circle of curvature ÇúÂÊÔ²
circle of inversion ·´ÑÝÔ²
circle problem Ô²ÄÚ¸ñµãÎÊÌâ
circuit free graph »·µÀ×ÔÓÉͼ
circuit rank ȦÊý
circulant Ñ»·ÐÐÁÐʽ
circulant matrix ÂÖ»»¾ØÕó
circular Ô²µÄ
circular arc Ô²»¡
circular cone Ô²×¶
circular correlation Ñ»·Ïà¹Ø
circular cylinder Ô²Öù
circular disk Ô²ÅÌ
circular domain Ô²ÐÎÓò
circular frequency ½ÇƵÂÊ
circular functions Ô²º¯Êý
circular helix Ô²ÖùÂÝÐýÏß
circular measure »¡¶È
circular motion Ô²Ô˶¯
circular neighborhood Ô²ÁÚÓò
circular orbit Ô²¹ìµÀ
circular pendulum Ô²°Ú
circular permutation Ñ»·ÅÅÁÐ
circular ring Ô²»·
circular section Ô²½ØÃæ
circular sector Ô²ÉÈÐÎ
circular segment Ô²¹ÐÎ
circular slit domain Ô²ÐÎÁÑÎÆÓò
circular symmetry Ô²¶Ô³Æ
circular transformation Ô²±ä»»
circulation Ñ»·
circulation index »·Á¸Êý
circulation of vector field ÏòÁ¿³¡µÄÑ»·
circulatory integral ΧµÀ»ý·Ö
circumcenter ÍâÐÄ
circumcentre ÍâÐÄ
circumcircle Íâ½ÓÔ²
circumcone ÍâÇÐÔ²×¶
circumference Ô²ÖÜ
circumscribe Íâ½Ó
circumscribed circle Íâ½ÓÔ²
circumscribed figure ÍâÇÐÐÎ
circumscribed polygon ÍâÇжà±ßÐÎ
circumscribed quadrilateral ÍâÇÐËıßÐÎ
circumscribed triangle ÍâÇÐÈý½ÇÐÎ
circumsphere Íâ½ÓÇò
cissoid ÂûÒ¶ÀàÇúÏß
cissoidal curve ÂûÒ¶ÀàÇúÏß
cissoidal function ÂûÒ¶ÀຯÊý
clairaut equation ¿ËÀ³ÂÞ·½³Ì
class Àà
class bound ×é½ç
class field ÀàÓò
class field tower ÀàÓòËþ
class frequency ×鯵ÂÊ
class function ÀຯÊý
class interval ×é¾à
class mean ×鯽¾ù
class number ÀàÊý
class of conjugate elements ¹²éîÔªËØÀà
classical groups µäÐÍȺ
classical lie algebras µäÐÍÀî´úÊý
classical mechanics ¾µäÁ¦Ñ§
classical sentential calculus ¾µäÓï¾äÑÝËã
classical set theory ¾µä¼¯ÂÛ
classical statistical mechanics ¾µäͳ¼ÆÁ¦Ñ§
classical theory of probability ¾µä¸ÅÂÊÂÛ
classification ·ÖÀà
classification statistic ·ÖÀàͳ¼Æ
classification theorem ·ÖÀඨÀí
classify ·ÖÀà
classifying map ·ÖÀàÓ³Éä
classifying space ·ÖÀà¿Õ¼ä
clear ²ÁÈ¥
clifford group ¿ËÀï¸£ÌØÈº
clifford number ¿ËÀï¸£ÌØÊý
clockwise ˳ʱÕëµÄ
clockwise direction ˳ʱÕë·½Ïò
clockwise rotation ˳ʱÕëÐýת
clopen set ±Õ¿ª¼¯
closable linear operator ¿É±ÕÏßÐÔËã×Ó
closable operator ¿É±ÕËã×Ó
closed ball ±ÕÇò
closed circuit ±ÕºÏµç·
closed complex ±Õ¸´ÐÎ
closed convex curve ÂÑÐÎÏß
closed convex hull ±Õ͹°ü
closed cover ±Õ¸²¸Ç
closed curve ±ÕÇúÏß
closed disk ±ÕÔ²ÅÌ
closed domain ±ÕÓò
closed equivalence relation ±ÕµÈ¼Û¹ØÏµ
closed extension ±ÕÀ©ÕÅ
closed filter ±ÕÂË×Ó
closed form ±ÕÐÍ
closed formula ±Õ¹«Ê½
closed geodesic ±Õ²âµØÏß
closed graph ±Õͼ
closed graph theorem ±Õͼ¶¨Àí
closed group ±ÕȺ
closed half plane ±Õ°ëÆ½Ãæ
closed half space ±Õ°ë¿Õ¼ä
closed hull ±Õ°ü
closed interval ±ÕÇø¼ä
closed kernel ±ÕºË
closed linear manifold ±ÕÏßÐÔÁÎ
closed loop system ±ÕȦϵ
closed manifold ±ÕÁÎ
closed map ±ÕÓ³Éä
closed neighborhood ±ÕÁÚÓò
closed number plane ±ÕʵÊýÆ½Ãæ
closed path ±Õ·
closed range theorem ±ÕÖµÓò¶¨Àí
closed region ±ÕÓò
closed riemann surface ±ÕÀèÂüÃæ
closed set ±Õ¼¯
closed shell ±Õ¿Ç²ã
closed simplex ±Õµ¥ÐÎ
closed solid sphere ±ÕʵÐÄÇò
closed sphere ±ÕÇò
closed star ±ÕÐÇÐÎ
closed subgroup ±Õ×ÓȺ
closed subroutine ±ÕÐÍ×Ó³ÌÐò
closed surface ±ÕÇúÃæ
closed symmetric extension ±Õ¶Ô³ÆÀ©ÕÅ
closed system ±Õϵͳ
closed term ±ÕÏî
closeness ¸½½ü
closure ±Õ°ü
closure operation ±Õ°üÔËËã
closure operator ±Õ°üËã×Ó
closure property ±Õ°üÐÔÖÊ
clothoid »ØÐýÇúÏß
cluster point ¾Ûµã
cluster sampling ·Ö×é³éÑù
cluster set ¾ÛÖµ¼¯
coadjoint functor Óà°éËæº¯×Ó
coalgebra ÉÏ´úÊý
coalition ÁªºÏ
coanalytic set ÉϽâÎö¼¯
coarser partition ½Ï´Ö»®·Ö
coaxial circles ¹²ÖáÔ²
cobase ¹²»ù
cobordant manifolds Åä±ßÁÎ
cobordism Åä±ß
cobordism class Åä±ßÀà
cobordism group Åä±ßȺ
cobordism ring Åä±ß»·
coboundary ÉϱßÔµ
coboundary homomorphism ÉϱßԵ̬ͬ
coboundary operator ÉϱßÔµËã×Ó
cocategory ÉÏ·¶³ë
cochain ÉÏÁ´
cochain complex ÉÏÁ´¸´ÐÎ
cochain homotopy ÉÏÁ´Í¬Â×
cochain map ÉÏÁ´Ó³Éä
cocircuit ÉÏ»·µÀ
cocommutative ÉϽ»»»µÄ
cocomplete category ÉÏÍêÈ«·¶³ë
cocycle Éϱռü
code ´úÂð
coded decimal notation ¶þ½øÖƱàµÄÊ®½øÖƼÇÊý·¨
codenumerable set Óà¿ÉÊý¼¯
coder ±àÆ÷
codiagonal morphism Óà¶Ô½ÇÉä
codifferential ÉÏ΢·Ö
codimension ÓàάÊý
coding ±àÂë
coding theorem ±àÂ붨Àí
coding theory ±àÂëÀíÂÛ
codomain ÉÏÓò
coefficient ϵÊý
coefficient domain ϵÊýÓò
coefficient function ϵÊýº¯Êý
coefficient functional ϵÊý·ºº¯
coefficient group ϵÊýȺ
coefficient of alienation ²»Ïà¹ØÏµÊý
coefficient of association Ïà°éϵÊý
coefficient of covariation ¹²±äϵÊý
coefficient of cubical expansion Ìå»ýÅòÕÍϵÊý
coefficient of determination ¿É¾öϵÊý
coefficient of diffusion À©É¢ÏµÊý
coefficient of excess ³¬³öϵÊý
coefficient of friction Ħ²ÁϵÊý
coefficient of nondetermination ²»¿É¾öϵÊý
coefficient of rank correlation µÈ¼¶Ïà¹ØÏµÊý
coefficient of regression »Ø¹éϵÊý
coefficient of the expansion Õ¹¿ªÏµÊý
coefficient of thermal expansion ÈÈÅòÕÍϵÊý
coefficient of variation ±ä²îϵÊý
coefficient of viscosity Õ³ÐÔϵÊý
coefficient problem ϵÊýÎÊÌâ
coefficient ring ϵÊý»·
coercive operator Ç¿ÖÆËã×Ó
cofactor ´úÊýÓà×Óʽ
cofiber ÉÏÏËά
cofibering ÉÏÏËά»¯
cofibration ÉÏÏËά»¯
cofilter ÓàÂË×Ó
cofinal set ¹²Î²¼¯
cofinal subset ¹²Î²×Ó¼¯
cofinality ¹²Î²ÐÔ
cofinite subset ÉÏÓÐÏÞ×Ó¼¯
cofunction ÓຯÊý
cogenerator ÉÏÉú³ÉÔª
cogredient automorphism ÄÚ×Ôͬ¹¹
coherence Äý¾Û
coherence condition Äý¾ÛÌõ¼þ
coherent module Äý¾ÛÃþ
coherent ring Äý¾Û»·
coherent set Äý¾Û¼¯
coherent sheaf Äý¾Û²ã
coherent stack Äý¾Û²ã
coherent topology Äý¾ÛÍØÆË
coherently oriented simplex Ðͬ¶¨Ïòµ¥ÐÎ
cohomological dimension ÉÏͬµ¬Êý
cohomological invariant ÉÏͬµ»±äÁ¿
cohomology ÉÏͬµ÷
cohomology algebra ÉÏͬµúÊý
cohomology class ÉÏͬµà
cohomology functor ÉÏͬµ¯×Ó
cohomology group ÉÏͬµº
cohomology group with coefficients g ÓÐϵÊýgµÄÉÏͬµº
cohomology module ÉÏͬµ£
cohomology operation ÉÏͬµËËã
cohomology ring ÉÏͬµ·
cohomology sequence ÉÏͬµòÁÐ
cohomology spectral sequence ÉÏͬµ×ÐòÁÐ
cohomology theory ÉÏͬµÛ
cohomotopy ÉÏͬÂ×
cohomotopy group ÉÏͬÂ×Ⱥ
coideal ÉÏÀíÏë
coimage ÓàÏó
coincidence Ò»ÖÂ
coincidence number µþºÏÊý
coincidence point µþºÏµã
coincident ÖØºÏµÄ
coinduced topology Óർ³öÍØÆË
cokernel ÉϺË
collect ÊÕ¼¯
collectionwise normal space ³É¼¯ÌåÕý¹æ¿Õ¼ä
collective ¼¯Ìå
collinear diagram ÁÐÏßͼ
collinear points ¹²Ïßµã
collinear vectors ¹²ÏßÏòÁ¿
collinearity ¹²ÏßÐÔ
collineation Ö±Éä±ä»»
collineation group Ö±ÉäȺ
collineatory transformation Ö±Éä±ä»»
collocation method ÅäÖ÷¨
collocation of boundary ±ß½çÅäÖÃ
collocation point ÅäÖõã
colocally small category ÉϾֲ¿Ð¡·¶³ë
cologarithm Óà¶ÔÊý
colorable ¿É×ÅÉ«µÄ
column ÁÐ
column finite matrix ÁÐÓÐÏÞ¾ØÕó
column matrix ÁÐÕó
column rank ÁÐÖÈ
column space Áпռä
column vector ÁÐÏòÁ¿
combination ×éºÏ
combination principle ½áºÏÔÀí
combination with repetitions Óи´×éºÏ
combination without repetition ÎÞ¸´×éºÏ
combinatorial analysis ×éºÏ·ÖÎö
combinatorial closure ×éºÏ±Õ°ü
combinatorial dimension ×éºÏάÊý
combinatorial geometry ×éºÏ¼¸ºÎѧ
combinatorial manifold ×éºÏÁÎ
combinatorial method ×éºÏ·½·¨
combinatorial optimization problem ×éºÏ×îÓÅ»¯ÎÊÌâ
combinatorial path ×éºÏµÀ·
combinatorial problem ×éºÏ×îÓÅ»¯ÎÊÌâ
combinatorial sphere ×éºÏÇòÃæ
combinatorial sum ×éºÏºÍ
combinatorial theory of probabilities ¸ÅÂÊ×éºÏÀíÂÛ
combinatorial topology ×éºÏÍØÆÓѧ
combinatorially equivalent complex ×éºÏµÈ¼Û¸´ÐÎ
combinatories ×éºÏ·ÖÎö
combinatory logic ×éºÏÂß¼
combinatory topology ×éºÏÍØÆÓѧ
combined matrix ×éºÏ¾ØÕó
comma ¶ºµã
command ÃüÁî
commensurability ¿ÉͨԼÐÔ
commensurable ¿ÉͨԼµÄ
commensurable quantities ¿É¹«¶ÈÁ¿
common denominator ¹«·Öĸ
common difference ¹«²î
common divisor ¹«Ô¼Êý
common factor ¹«Òò×Ó
common factor theory ¹«Òò×ÓÂÛ
common fraction ÆÕͨ·ÖÊý
common logarithm ³£ÓöÔÊý
common measure ¹«²â¶È
common multiple ¹«±¶Ôª
common perpendicular ¹«Óд¹Ïß
common point ¹«¹²µã
common ratio ¹«±È
common tangent of two circles ¶þÔ²¹«ÇÐÏß
communality ¹«Òò×Ó·½²î
communication channel ͨѶͨµÀ
commutant »»Î»
commutation law ½»»»ÂÉ
commutation relation ½»»»¹ØÏµ
commutative ¿É»»µÄ
commutative diagram ½»»»Í¼±í
commutative group ½»»»Èº
commutative groupoid °¢±´¶ú¹ãȺ
commutative law ½»»»ÂÉ
commutative lie ring ½»»»Àî»·
commutative ordinal numbers ½»»»ÐòÊý
commutative ring ½»»»»·
commutativity ½»»»ÐÔ
commutator »»Î»×Ó
commutator group »»Î»×ÓȺ
commute ½»»»
compact ½ôµÄ
compact convergence ½ôÊÕÁ²
compact group ½ôȺ
compact open topology ½ôÊÕÁ²ÍØÆË
compact operator ½ôËã×Ó
compact set ½ô¼¯
compact space ½ô¿Õ¼ä
compact subgroup ½ô×ÓȺ
compact support ½ôÖ§Öù
compactification ½ô»¯
compactification theorem ½ô»¯¶¨Àí
compactness ½ôÐÔ
compactness theorem ½ôÐÔ¶¨Àí
compactum ½ôͳ
comparability of cardinals »ùÊýµÄ¿É±È½ÏÐÔ
comparable curve ¿É±ÈÇúÏß
comparable function ¿É±ÈµÄº¯Êý
comparable topology ¿É±ÈÍØÆË
comparable uniformity ¿É±ÈÒ»ÖÂÐÔ
comparison function ±È½Ïº¯Êý
comparison method ±È½Ï·¨
comparison series ±È½ÏÓü¶Êý
comparison test ±È½Ï¼ìÑé
comparison theorem ±È½Ï¶¨Àí
compass Á½½Å¹æ
compatibile condition ÏàÈÝÐÔÌõ¼þ
compatibility Ò»ÖÂÐÔ
compatibility condition ÏàÈÝÐÔÌõ¼þ
compatible system of algebraic equations ÏàÈÝ´úÊý·½³Ì×é
compatible topology ÏàÈÝÍØÆËѧ
compensate ²¹³¥
compensating method ²¹³¥·¨
compensation ²¹³¥
compensation of error Îó²îµÄ²¹³¥
compiler ±àÒë³ÌÐò
compiling routine ±àÒë³ÌÐò
complanar line ¹²ÃæÏß
complele induction Êýѧ¹éÄÉ·¨
complement ²¹¼¯
complement of an angle Óà½Ç
complementary ²¹µÄ
complementary angle Óà½Ç
complementary degree Óà´ÎÊý
complementary divisor ÓàÒò×Ó
complementary event Óàʼþ
complementary function ÓຯÊý
complementary graph Óàͼ
complementary ideal ÓàÀíÏë
complementary laws ²¹ÓàÂÉ
complementary module ²¹Ä£
complementary modulus ²¹Ä£Êý
complementary set ²¹¼¯
complementary space ²¹¿Õ¼ä
complementary submodules ²¹×ÓÄ£
complementary subset Óà×Ó¼¯
complementary subspace ²¹×Ó¿Õ¼ä
complemented lattice Óв¹¸ñ
complete abelian variety Í걸°¢±´¶ú´Ø
complete accumulation point ÍêÈ«¾Ûµã
complete axiom system Í걸¹«Àíϵͳ
complete category ÍêÈ«·¶³ë
complete class Í걸Àà
complete continuity ÍêÈ«Á¬ÐøÐÔ
complete disjunction ÍêÈ«ÎöÈ¡
complete elliptic integral ÍêÈ«ÍÖÔ²»ý·Ö
complete field ÍêÈ«Óò
complete field of sets ¼¯µÄÍêÈ«Óò
complete graph Íêȫͼ
complete group ÍêȫȺ
complete group variety Í걸Ⱥ´Ø
complete homomorphism Íêȫ̬ͬ
complete induction Êýѧ¹éÄÉ·¨
complete integral ÍêÈ«»ý·Ö
complete intersection ÍêÈ«½»²æ
complete lattice ÍêÈ«¸ñ
complete linear system Í걸ÏßÐÔϵͳ
complete local ring ÍêÈ«¾Ö²¿»·
complete measure ÍêÈ«²â¶È
complete measure space Í걸²â¶È¿Õ¼ä
complete metric space Í걸¶ÈÁ¿¿Õ¼ä
complete normality axiom ÍêÈ«Õý¹æÐÔ¹«Àí
complete ordered field È«ÐòÓò
complete orthogonal sequence ÍêÈ«Õý½»ÐòÁÐ
complete orthogonal set ÍêÈ«Õý½»Ïµ
complete orthogonal system ÍêÈ«Õý½»Ïµ
complete orthonormal sequence Í걸±ê×¼Õý½»ÐòÁÐ
complete orthonormal system Í걸±ê×¼Õý½»Ïµ
complete probability space ÍêÈ«¸ÅÂʿռä
complete quadrangle ÍêÈ«ËĵãÐÎ
complete quadrilateral ÍêÈ«ËıßÐÎ
complete reducibility theorem ÍêÈ«¿ÉÔ¼ÐÔ¶¨Àí
complete regularity separation axiom ÍêÈ«ÕýÔòÐÔ·ÖÀ빫Àí
complete reinhardt domain ÍêÈ«ÀµÒò¹þ¶úÌØÓò
complete set ÍêÈ«¼¯
complete solution ÍêÈ«»ý·Ö
complete space Í걸¿Õ¼ä
complete subcategory ÍêÈ«×Ó·¶³ë
complete system Í걸ϵ
complete system of functions º¯ÊýÍ걸ϵ
complete system of fundamental sequences ÍêÈ«»ù±¾ÐòÁÐϵ
complete system of invariants ÍêÈ«µÄ²»±äÁ¿Ïµ
complete tensor product ÍêÈ«ÕÅÁ¿»ý
completed shell ±Õ¿Ç²ã
completely additive ÍêÈ«¼ÓÐÔµÄ
completely additive family of sets ÍêÈ«¼ÓÐÔ¼¯×å
completely additive measure ÍêÈ«¼ÓÐÔ²â¶È
completely compact set ÍêÈ«½ô¼¯
completely continuous function ÍêÈ«Á¬Ðøº¯Êý
completely continuous linear operator ÍêÈ«Á¬ÐøÏßÐÔËã×Ó
completely continuous mapping È«Á¬ÐøÓ³Éä
completely continuous operator È«Á¬ÐøÓ³Éä
completely distri
butive lattice ÍêÈ«·ÖÅä¸ñ
completely homologous maps Íêȫͬµ³Éä
completely independent system of axioms ÍêÈ«¶ÀÁ¢¹«Àíϵͳ
completely integrable ÍêÈ«¿É»ýµÄ
completely integrable system ÍêÈ«¿É»ý×é
completely integrally closed ÍêÈ«Õû±ÕµÄ
completely mixed game ÍêÈ«»ìºÏ¶Ô²ß
completely monotone ÍêÈ«µ¥µÄ
completely monotonic function ÍêÈ«µ¥µ¯Êý
completely monotonic sequence ÍêÈ«µ¥µòÁÐ
completely multiplicative ÍêÈ«»ýÐÔµÄ
completely multiplicative function ÍêÈ«»ýÐÔº¯Êý
completely primary ring ÍêÈ«×¼ËØ»·
completely reducible ÍêÈ«¿ÉÔ¼µÄ
completely reducible group ÍêÈ«¿ÉԼȺ
completely regular filter ÍêÈ«ÕýÔòÂË×Ó
completely regular space ÍêÈ«ÕýÔò¿Õ¼ä
completely regular topology ÍêÈ«ÕýÔòÍØÆË
completely separated sets ÍêÈ«¿ÉÀ뼯
completely specified automaton ÍêÈ«×Ô¶¯»ú
completely splitted prime ideal ÍêÈ«·ÖÁÑËØÀíÏë
completely transitive group È«¿ÉǨȺ
completeness ÍêÈ«ÐÔ
completeness theorem ÍêÈ«ÐÔ¶¨Àí
completion Í걸»¯
complex ¸´ÐÎ
complex analytic fiber bundle ¸´½âÎöÏËά´Ô
complex analytic manifold ¸´½âÎöÁÎ
complex analytic structure ¸´½âÎö½á¹¹
complex cone Ïß´ÔµÄ×¶Ãæ
complex conjugate ¸´¹²éîµÄ
complex conjugate matrix ¸´¹²éîÕó
complex curve ¸´ÇúÏß
complex curvelinear integral ¸´ÇúÏß»ý·Ö
complex domain ¸´Óò
complex experiment ÎöÒòʵÑé
complex field ¸´ÊýÓò
complex flnction ¸´Öµº¯Êý
complex fraction ·±·ÖÊý
complex group ÐÁȺ
complex line ¸´Ïß
complex line bundle ¸´Ïß´Ô
complex manifold ¸´ÁÎ
complex multiplication ¸´Êý³Ë·¨
complex number ¸´Êý
complex number plane ¸´ÊýÆ½Ãæ
complex plane with cut ÓиîµÄ¸´Æ½Ãæ
complex quantity ¸´Á¿
complex root ¸´¸ù
complex series ¸´¼¶Êý
complex sphere ¸´ÇòÃæ
complex surface Ïß´ÔµÄÇúÃæ
complex unit µ¥Î»¸´Êý
complex valued function ¸´Öµº¯Êý
complex variable ¸´±äÁ¿
complex vector bundle ¸´ÏòÁ¿´Ô
complex velocity potential ¸´ËÙ¶ÈÎ»ÊÆ
complexity ¸´ÔÓÐÔ
complication ¸´ÔÓ»¯
component ·ÖÁ¿
component of variance ·½²îµÄ·ÖÁ¿
componentwise convergence ·ÖÁ¿·½Ê½ÊÕÁ²
composable ×é³ÉµÄ
compose ×é³É
composite ºÏ³É
composite divisor ºÏ³É³ýÊý
composite function ºÏ³Éº¯Êý
composite functor ºÏ³Éº¯×Ó
composite group ºÏ³ÉȺ
composite hypothesis ¸´ºÏ¼ÙÉè
composite number ºÏ³ÉÊý
composite probability ¸´ºÏ¸ÅÂÊ
composition ºÏ³É
composition algebra ºÏ³É´úÊý
composition factor ºÏ³ÉÒò×Ó
composition homomorphism ºÏ³É̬ͬ
composition of vector subspaces ÏòÁ¿×Ó¿Õ¼äµÄºÏ³É
composition operator ºÏ³ÉËã×Ó
composition series ºÏ³ÉÁÐ
compound determinant ¸´ºÏÐÐÁÐʽ
compound event ¸´ºÏʼþ
compound function ºÏ³Éº¯Êý
compound number ºÏ³ÉÊý
compound probability ºÏ³É¸ÅÂÊ
compound proportion ¸´±ÈÀý
compound rule ¸´ºÏ¹æÔò
computable function ¿É¼ÆË㺯Êý
computation ¼ÆËã
computational error ¼ÆËãÎó²î
computational formula ¼ÆË㹫ʽ
computational mistake ¼ÆËãÎó²î
compute ¼ÆËã
computer ¼ÆËã»ú
computing center ¼ÆËãÖÐÐÄ
computing element ¼ÆËãµ¥Ôª
computing machine ¼ÆËã»ú
computing time ¼ÆËãʱ¼ä
comultiplication Éϳ˷¨
concave °¼µÄ
concave angle °¼½Ç
concave convex game °¼Í¹¶Ô²ß
concave curve °¼ÇúÏß
concave function °¼º¯Êý
concave polygon °¼¶à±ßÐÎ
concavity °¼ÐÔ
concavo convex °¼Í¹µÄ
concentration ¼¯ÖÐ;Ũ¶È
concentration ellipse ͬÐÄÍÖÔ²
concentric circles ͬÐÄÔ²
concept ¸ÅÄî
conchoid °öÏß
conchoidal °öÏßµÄ
conclusion ½áÂÛ
concomitant variable Ïà°é±äÁ¿
concrete number ÃûÊý
concurrent form ¹²µãÐÎʽ
concurrent planes ¹²µãÃæ
concyclic points ¹²Ô²µã
condensation of singularities ÆæµãµÄÄý¾Û
condensation point Äý¾Ûµã
condensation principle Äý¾ÛÔÀí
condition equation Ìõ¼þ·½³Ì
condition for continuity Á¬ÐøÐÔÌõ¼þ
condition number Ìõ¼þÊý
condition of connectedness Á¬Í¨ÐÔÌõ¼þ
condition of positivity ÕýÖµÐÔÌõ¼þ
conditional convergence Ìõ¼þÊÕÁ²
conditional definition Ìõ¼þ¶¨Òå
conditional density Ìõ¼þÐÔÃܶÈ
conditional distri
bution Ìõ¼þ·Ö²¼
conditional entropy Ìõ¼þìØ
conditional equation Ìõ¼þ·½³Ì
conditional event Ìõ¼þÐÔʼþ
conditional gradient method Ìõ¼þÌݶȷ¨
conditional inequality Ìõ¼þ²»µÈʽ
conditional instability Ìõ¼þ²»Îȶ¨
conditional instruction Ìõ¼þÖ¸Áî
conditional jump Ìõ¼þ×ªÒÆ
conditional mathematical expectation Ìõ¼þÊýѧÆÚÍû
conditional probability Ìõ¼þ¸ÅÂÊ
conditional probability measure Ìõ¼þ¸ÅÂʲâ¶È
conditional proposition Ìõ¼þÃüÌâ
conditional sentence Ìõ¼þÃüÌâ
conditional stability Ìõ¼þÎȶ¨ÐÔ
conditional transfer of control Ìõ¼þ×ªÒÆ
conditionally compact set Ìõ¼þ½ô¼¯
conditionally complete Ìõ¼þÍ걸µÄ
conditionally convergent Ìõ¼þÊÕÁ²µÄ
conditionally convergent series Ìõ¼þÊÕÁ²¼¶Êý
conditionally well posed problems Ìõ¼þÊʶ¨µÄÎÊÌâ
conditioned observation Ìõ¼þ¹Û²â
conditioning number Ìõ¼þÊý
conditions of similarity ÏàËÆÌõ¼þ
conduction ´«µ¼
conductivity ´«µ¼ÂÊ
conductor µ¼Ìå;ǰµ¼×Ó
conductor ramification theorem ǰµ¼×Ó·ÖÆç¶¨Àí
cone ×¶
cone of a complex ¸´ÐÎ×¶Ãæ
cone of a simplex µ¥ÐÎ×¶Ãæ
confidence belt ÖÃÐÅ´ø
confidence coefficient ÖÃÐÅϵÊý
confidence ellipse ÖÃÐÅÍÖÔ²
confidence ellipsoid ÖÃÐÅÍÖÃæ
confidence interval ÖÃÐÅÇø¼ä
confidence level ÖÃÐÅˮƽ
confidence limit ÖÃÐŽçÏÞ
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configuration ²¼¾Ö
configuration space ¹¹Ðοռä
confinal ¹²Î²µÄ
confinality ¹²Î²ÐÔ
confirmation ֤ʵ
confluent divided difference ºÏÁù²î
confluent hypergeometric equation ºÏÁͳ¬¼¸ºÎ΢·Ö·½³Ì
confluent hypergeometric function ºÏÁ¬¼¸ºÎº¯Êý
confluent hypergeometric series ºÏÁ¬¼¸ºÎ¼¶Êý
confluent interpolation polynomial »ãºÏÄÚ²å¶àÏîʽ
confocal conic sections ¹²½¹¶þ´ÎÇúÏß
confocal conics ¹²½¹¶þ´ÎÇúÏß
confocal quadrics ¹²½¹¶þ´ÎÇúÃæ
conformable matrices ¿ÉÏà³ËÕó
conformal ±£½ÇµÄ
conformal curvature tensor ±£ÐÎÇúÂÊÕÅÁ¿
conformal differential geometry ±£ÐÎ΢·Ö¼¸ºÎѧ
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congruence ͬÓàʽ
congruence group ͬÓàȺ
congruence method ͬÓà·¨
congruence of lines Ïß»ã
congruence relation ͬÓà¹ØÏµ
congruence subgroup ͬÓà×ÓȺ
congruence zeta function ͬÓຯÊý
congruent ͬÓàµÄ
congruent mapping ºÏͬӳÉä
congruent number ͬÓàÊý
congruent transformation ºÏͬӳÉä
conic Ô²×¶ÇúÏß
conic function Ô²×¶º¯Êý
conic section Ô²×¶ÇúÏß
conical helix Ô²×¶ÂÝÐýÏß
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conjugate ¹²éîµÄ
conjugate axis ¹²éîÖá
conjugate class ¹²éîÀà
conjugate complex ¹²éÐÎ
conjugate complex number ¹²éÊý
conjugate convex function ¹²éî͹º¯Êý
conjugate curve ¹²éîÇúÏß
conjugate curve of the second order ¹²éî¶þ´ÎÇúÏß
conjugate diameter ¹²éîÖ±¾¶
conjugate direction ¹²éî·½Ïò
conjugate dyad ¹²éî²¢ÏòÁ¿
conjugate element ¹²éîÔªËØ
conjugate exponent ¹²éîÖ¸Êý
conjugate field ¹²éîÓò
conjugate foci ¹²éî½¹µã
conjugate function ¹²éÊý
conjugate gradient method ¹²éîÌݶȷ¨
conjugate hyperbola ¹²éîË«ÇúÏß
conjugate latin square ¹²éîÀ¶¡Æ½
conjugate line ¹²éîÖ±Ïß
conjugate number ¹²éîÊý
conjugate operator ¹²éîËã×Ó
conjugate points ¹²éîµã
conjugate quaternion ¹²éîËÄÔªÊý
conjugate root ¹²éî¸ù
conjugate ruled surface ¹²éîÖ±ÎÆÇúÃæ
conjugate series ¹²éî¼¶Êý
conjugate space ¹²éî¿Õ¼ä
conjugate transformation ¹²éî±ä»»
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conjugation map ¹²éîÓ³Éä
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connected group Á¬Í¨Èº
connected sequence of functors º¯×ÓµÄÁ¬Í¨ÐòÁÐ
connected set Á¬Í¨¼¯
connected space Á¬Í¨¿Õ¼ä
connected sum Á¬Í¨ºÍ
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connectivity Á¬Í¨ÐÔ
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consequence ºó³Ð
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conservation law ÊØºãÂÉ
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consistency of equations ·½³Ì×éµÄÏàÈÝÐÔ
consistency problem ÏàÈÝÐÔÎÊÌâ
consistencyproof ÏàÈÝÐÔµÄÖ¤Ã÷
consistent axiom system ÏàÈÝÐÔ¹«Àíϵ
consistent equations ÏàÈÝ·½³Ì×é
consistent estimator ÏàÈݹÀ¼Æ
consistent system of equations ÏàÈÝ·½³Ì×é
consistent test ÏàÈݼìÑé
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constant coefficient ³£ÏµÊý
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constituent ×é·Ö
constitutional diagram ×é·Öͼ
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constrained maximization Ô¼Êø×î´ó»¯
constrained minimization Ô¼Êø×îС»¯
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constraint Ô¼Êø
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constructibility ¿É¹¹³ÉÐÔ
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contiguous hypergeometric function Á¬½Ó³¬¼¸ºÎº¯Êý
contiguous map Á¬½ÓÓ³Éä
contingency Ëæ»úÐÔ
contingency table ÁÐ
contingent żȻʹÊ
continuability ¿ÉÑÓÍØÐÔ
continuation method Á¬Ðø·¨
continued equality Á¬µÈʽ
continued fraction Á¬·ÖÊý
continued fraction expansion Á¬·Öʽչ¿ªÊ½
continued proportion Á¬±ÈÀý
continuity Á¬ÐøÐÔ
continuity axiom Á¬ÐøÐÔ¹«Àí
continuity condition Á¬ÐøÐÔÌõ¼þ
continuity equation Á¬Ðø·½³Ì
continuity in the mean ¾ù·½Á¬ÐøÐÔ
continuity interval Á¬ÐøÇø¼ä
continuity method Á¬Ðø·¨
continuity of function º¯ÊýµÄÁ¬ÐøÐÔ
continuity on both sides Ë«±ßÁ¬ÐøÐÔ
continuity on the left ×óÁ¬ÐøÐÔ
continuity on the right ÓÒÁ¬ÐøÐÔ
continuity principle Á¬ÐøÐÔÔÀí
continuity theorem Á¬ÐøÐÔ¶¨Àí
continuous Á¬ÐøµÄ
continuous analyzer Á¬Ðø·ÖÎöÆ÷
continuous approximation Á¬Ðø½üËÆ
continuous curve Á¬ÐøÇúÏß
continuous differentiability Á¬Ðø¿É΢ÐÔ
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bution Á¬Ðø·Ö²¼
continuous distri
bution function Á¬Ðø·Ö²¼º¯Êý
continuous dynamical system Á¬Ðø¶¯Á¦ÏµÍ³
continuous function Á¬Ðøº¯Êý
continuous function in the mean ¾ù·½Á¬Ðøº¯Êý
continuous game Á¬Ðø¶Ô²ß
continuous geometry Á¬Ðø¼¸ºÎ
continuous group ÍØÆËȺ
continuous homology Á¬ÐøÍ¬µ÷
continuous homology group Á¬ÐøÍ¬µº
continuous image Á¬ÐøÏó
continuous in x ÒÀxÁ¬ÐøµÄ
continuous limit Á¬Ðø¼«ÏÞ
continuous map Á¬ÐøÓ³Éä
continuous on the left ×ó·½Á¬ÐøµÄ
continuous operator Á¬ÐøËã×Ó
continuous ordered set Á¬ÐøÓÐÐò¼¯
continuous part Á¬Ðø²¿·Ö
continuous random process Á¬ÐøËæ»ú¹ý³Ì
continuous random variable Á¬ÐøËæ»ú±äÁ¿
continuous ruin problem Á¬ÐøÆÆ²úÎÊÌâ
continuous set Á¬ÐøÓÐÐò¼¯
continuous signal Á¬ÐøÐźÅ
continuous spectrum Á¬ÐøÆ×
continuous uniform distri
bution Á¬Ðø¾ùÔÈ·Ö²¼
continuous variable Á¬ÐøËæ»ú±äÁ¿
continuously differentiable function Á¬Ðø¿É΢º¯Êý
continuum Á¬ÐøÍ³
continuum hypothesis Á¬ÐøÍ³¼ÙÉè
continuum problem Á¬ÐøÍ³ÎÊÌâ
contour »ý·ÖÖÜÏß
contour integral ΧµÀ»ý·Ö
contour line µÈ¸ßÏß
contract ÊÕËõ
contracted notation ¼òËã¼ÇºÅ
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contracting function ÊÕËõº¯Êý
contracting mapping principle ѹËõÓ³ÉäÔÀí
contracting operator ÊÕËõËã×Ó
contraction ÊÕËõ
contraction map ѹËõÓ³Éä
contraction of tensor ÕÅÁ¿µÄËõ²¢
contractive ÊÕËõµÄ
contradictory proposition ì¶ÜÃüÌâ
contragredience Äæ²½
contragredient Äæ²½
contragredient automorphism Äæ²½×Ôͬ¹¹
contragredient representation Äæ²½±íʾ
contraharmonic mean ·´µÍƽ¾ù
contraposition »»ÖÊλ
contrapositive sentence »»ÖÊλ
contrary propositions Ïà·´ÃüÌâ
contravariant ·´±äʽ
contravariant coordinate ·´±ä×ø±ê
contravariant functor ·´±äº¯×Ó
contravariant index ·´±äÖ¸Êý
contravariant morphism functor ·´±äÉ亯×Ó
contravariant tensor ·´±äÕÅÁ¿
contravariant tensor of order p p½×·´±äÕÅÁ¿
contravariant tensor of the second order 2½×·´±äÕÅÁ¿
contravariant vector ·´±äÏòÁ¿
control ¿ØÖÆ
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control circuit ¿ØÖÆÏß·
control domain ¿ØÖÆÓò
control element ¿ØÖÆÔª¼þ
control group ¿ØÖÆ×é
control language ¿ØÖÆÓïÑÔ
control limit ¿ØÖƽçÏÞ
control sequence ¿ØÖÆÐòÁÐ
control signal ¿ØÖÆÐźÅ
control space ¿ØÖƿռä
control system ¿ØÖÆÏµÍ³
control theory ¿ØÖÆÀíÂÛ
control unit ¿ØÖÆÆ÷
control variable ¾ö²ß±äÁ¿
control vector ¿ØÖÆÏòÁ¿
controllability ¿É¿ØÐÔ
controllable ¿É¿ØÖƵÄ
controllable stochastic process ¿É¿ØËæ»ú¹ý³Ì
controlled system ÊÜ¿ØÏµÍ³
convention Ô¼¶¨
converge ÊÕÁ²
converge quasiuniformly ÄâÒ»ÖÂÊÕÁ²
convergence ÊÕÁ²
convergence almost everywhere ¼¸ºõ´¦´¦ÊÕÁ²ÐÔ
convergence angle »á¾Û½Ç
convergence attri
bute ÊÕÁ²Åбð·¨
convergence behavior ÊÕÁ²ÐÐΪ
convergence circle ÊÕÁ²Ô²
convergence domain ÊÕÁ²ÇøÓò
convergence factor ÊÕÁ²Òò×Ó
convergence in mean ƽ¾ùÊÕÁ²
convergence in measure ÒÀ²â¶ÈÊÕÁ²
convergence in norm ÒÀ·¶ÊýÊÕÁ²
convergence in probability ÒÀ¸ÅÂÊÊÕÁ²
convergence in square mean ¾ù·½ÊÕÁ²
convergence in the p th mean p´Îƽ¾ùÊÕÁ²
convergence preserving matrix ÊÕÁ²±£´æ¾ØÕó
convergence radius ÊÕÁ²°ë¾¶
convergence region ÊÕÁ²Óò
convergence space ÊÕÁ²¿Õ¼ä
convergence strip ÊÕÁ²´ø
convergence theorem ÊÕÁ²¶¨Àí
convergency ÊÕÁ²
convergent ÊÕÁ²µÄ
convergent continued fraction ÊÕÁ²Á¬·ÖÊý
convergent in measure ÒÀ²â¶ÈÊÕÁ²µÄ
convergent in square mean ƽ·½Æ½¾ùÊÕÁ²
convergent infinite product ÊÕÁ²ÎÞÇî³Ë»ý
convergent integral ÊÕÁ²»ý·Ö
convergent power series ÊÕÁ²Ãݼ¶Êý
convergent sequence ÊÕÁ²ÐòÁÐ
convergent series ÊÕÁ²¼¶Êý
converse Äæ
converse automorphism Äæ×Ôͬ¹¹
converse of a theorem ËͶ¨Àí
converse order type ÄæÐòÐÍ
converse sentence ÄæÃüÌâ
converse theorem ËͶ¨Àí
conversely directed quasiorder ÄæÓÐÏòÄâÐò
conversion ת»»
conversion table »»Ëã±í
convertibility ¿ÉÄæÐÔ
convex ͹µÄ
convex analysis ͹·ÖÎö
convex angle ͹½Ç
convex body ͹Ìå
convex closure ͹°ü
convex combination ͹×éºÏ
convex cone ͹׶
convex curve ͹ÇúÏß
convex domain ͹Óò
convex equivalence relation ͹µÈ¼Û¹ØÏµ
convex function ͹º¯Êý
convex hull ͹°ü
convex neighborhood ͹ÁÚÓò
convex optimization ͹¹æ»®
convex polygon ͹¶à±ßÐÎ
convex polyhedron ͹¶àÃæÌå
convex programming ͹¹æ»®
convex sequence ͹ÐòÁÐ
convex set ͹¼¯
convex sublattice ͹×Ó¸ñ
convex subset ͹×Ó¼¯
convex surface Í¹Ãæ
convex to the below ÏÂ͹
convex to the downwards ÏÂ͹
convexity ͹ÐÔ
convexity of function º¯ÊýµÄ͹ÐÔ
convexo concave ͹°¼µÄ
convexo convex Á½ÃæÍ¹µÄ
convolution ¾í»ý
convolution equation ¾í»ý·½³Ì
convolution theorem ¶ÔºÏ¶¨Àí
cooperative game ºÏ×Ô²ß
coordinate ʹͬµÈ
coordinate axis ×ø±êÖá
coordinate curve ×ø±êÇúÏß
coordinate function ×ø±êº¯Êý
coordinate hyperplane ×ø±ê³¬Æ½Ãæ
coordinate line ×ø±êÏß
coordinate neighborhood ×ø±êÁÚÓò
coordinate plane ×ø±êÆ½Ãæ
coordinate ring ×ø±ê»·
coordinate surface ×ø±êÃæ
coordinate system ×ø±êϵ
coordinate transformation ×ø±ê±ä»»
coordinate wise relaxation ×ø±ê̬ËɳÚ
coordinates ×ø±ê
coordinates of the parabolic cylinder Å×ÎïÖùÃæ×ø±ê
coordinates of vector ÏòÁ¿µÄ×ø±ê
coordinatometer ×ø±ê³ß
coordinator ×ù±ê·½Î»ÒÇ
coplanar ¹²ÃæµÄ
coplanar line ¹²ÃæÏß
coplanar vector ¹²ÃæÏòÁ¿
coprime numbers »¥ËØÊý
coproduct ÉÏ»ý
coradical Éϸù
core ºËÐÄ
coretraction Óà±£ºËÊÕËõ
coriolis force ¿ËÀï°ÂÀûÁ¦
corner Óç½Ç
corner condition Óç½ÇÌõ¼þ
corollary ϵ
correction ¸ÄÕý
correction factor УÕýÒò×Ó
correction term ÐÞÕýÏî
correction value ¸ÄÕýÖµ
correlated variables Ïà¹Ø±äÊý
correlated variates Ïà¹Ø±äÊý
correlation Ïà¹Ø
correlation analysis Ïà¹Ø·ÖÎö
correlation coefficient Ïà¹ØÏµÊý
correlation curve Ïà¹ØÇúÏß
correlation determinant Ïà¹ØÐÐÁÐʽ
correlation function Ïà¹Øº¯Êý
correlation matrix Ïà¹ØÕó
correlation method Ïà¹Ø·¨
correlation ratio Ïà¹Ø±È
correlation table Ïà¹Ø±í
correlation tensor Ïà¹ØÕÅÁ¿
correlogram Ïà¹ØÍ¼
correspond ¶ÔÓ¦
correspondence ¶ÔÓ¦
correspondence principle ¶ÔÓ¦ÔÔò
correspondence problem ¶ÔÓ¦ÎÊÌâ
correspondent ÏàÓ¦µÄ
corresponding angles ͬλ½Ç
corresponding continued fraction ¶ÔÓ¦Á¬·Öʽ
corresponding points ¶ÔÓ¦µã
cosecant Óà¸î
cosecant curve Óà¸îÇúÏß
coset °øÏµ
cosine ÓàÏÒ
cosine curve ÓàÏÒÇúÏß
cosine formula ÓàÏÒ¹«Ê½
cosine function ÓàÏÒ
cosine integral ÓàÏÒ»ý·Ö
cosine law ÓàÏÒ¶¨ÂÉ
cosine law for sides ±ßµÄÓàÏÒ¶¨Àí
cosine of an angle ½ÇµÄÓàÏÒ
cosine rule ÓàÏÒ¶¨ÂÉ
cosine series ÓàÏÒ¼¶Êý
cosine theorem ÓàÏÒ¶¨Àí
cosine theorem of angle ½ÇµÄÓàÏÒ¶¨Àí
cosine theorem of sides ±ßµÄÓàÏÒ¶¨Àí
cost function ¼Û¸ñº¯Êý
cotangent ÓàÇÐ
cotangent curve ÓàÇÐÇúÏß
cotangent function ÓàÇÐ
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counion Óಢ¼¯
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countability ¿ÉÊýÐÔ
countability axioms ¿ÉÊýÐÔ¹«Àí
countable additivity ¿ÉÁпɼÓÐÔ
countable covering ¿ÉÊý¸²¸Ç
countable infinite set ¿ÉÊýÎÞÏÞ¼¯
countable infinity ¿ÉÊýÎÞÇî´ó
countable set ¿ÉÊý¼¯
countable subadditivity ¿ÉÊý´Î¿É¼ÓÐÔ
countable superadditivity ¿ÉÊý³¬¼ÓÐÔ
countably additive class ¿ÉÊý¼ÓÐÔÀà
countably additive family ¿ÉÊý¼ÓÐÔ×å
countably additive function ¿ÉÊý¼ÓÐԵĺ¯Êý
countably compact ¿ÉÊý½ôµÄ
countably semi additive function ¿ÉÊý°ë¼ÓÐԵĺ¯Êý
countably subadditive function ¿ÉÊý´Î¿É¼ÓÐԵĺ¯Êý
countably superadditive function ¿ÉÊý³¬¼ÓÐÔº¯Êý
counter clockwise rotation ·´Ê±Õë·½ÏòÐýת
counter example ·´Àý
counter image ÔÏó
counter of a computing machine ¼ÆËã»úµÄ¼ÆÊýÆ÷
counterclockwise ·´Ê±Õë·½Ïò
counterclockwise direction ·´Ê±Õë·½Ïò
counting ¼ÆÊý
counting constants ³£Êý¼ÆÊý
couple Á¦Å¼
coupling ñîºÏ
covariance з½²î
covariance function з½²îº¯Êý
covariance functional з½²î·ºº¯Êý
covariance matrix ·½²î¾ØÕó
covariant ¹²±äʽ
covariant continuation ¹²±ä¿ªÍØ
covariant coordinates ¹²±ä×ø±ê
covariant derivative ¹²±äµ¼Êý
covariant differentiation ¹²±ä΢·Ö·¨
covariant index ¹²±äÖ¸±ê
covariant tensor ¹²±äÕÅÁ¿
covariant tensor field ¹²±äÕÅÁ¿³¡
covariant tensor of degree k k´Î¹²±äÕÅÁ¿
covariant tensor of order p p½×¹²±äÕÅÁ¿
covariant vector ¹²±äÏòÁ¿
covariation ¹²±ä
covector ÓàÏòÁ¿
cover ¸²¸Ç
covering ¸²¸Ç
covering dimension ¸²¸ÇάÊý
covering group ¸²¸ÇȺ
covering homomorphism ¸²¸Ç̬ͬ
covering homotopy theorem ¸²¸ÇͬÂ×¶¨Àí
covering manifold ¸²¸ÇÁÎ
covering map ¸²¸ÇÓ³Éä
covering path ¸²¸ÇµÀ·
covering space ¸²¸Ç¿Õ¼ä
covering surface ¸²¸ÇÃæ
covering theorem ¸²¸Ç¶¨Àí
covering theorem of heine borel º£äÒ ²¨À³¶ûµÄ¸²¸Ç¶¨Àí
covering transformation ¸²¸Ç±ä»»
cramer formula ¿ËÀ³Ä·¹«Ê½
cranc nicholson scheme ¿ËÀÊ¿Ë Äá¿Ë¶ûɸñʽ
cremona transformation ¿ËÀïĦÄñ任
criterion ×¼Ôò
criterion by comparison ±È½ÏÅбð×¼Ôò
criterion for uniform distri
bution ¾ùÔÈ·Ö²¼ÅоÝ
critical ÁÙ½çµÄ
critical angle ÁÙ½ç½Ç
critical condition ÁÙ½çÌõ¼þ
critical level ÁÙ½çˮƽ
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critical path method ¹Ø¼ü··½·¨
critical point ÁÙ½çµã
critical region ÁÙ½çÇøÓò
critical state ÁÙ½ç̬
critical value ÁÙ½çÖµ
crooked ÍäÇúµÄ
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cross ºáµÄ
cross cap ½»²æÌ×
cross correlation »¥Ïà¹Ø
cross correlation analysis ½»²æÏà¹Ø·ÖÎö
cross correlation coefficient »¥Ïà¹ØÏµÊý
cross correlation function »¥Ïà¹Øº¯Êý
cross covariance function »¥Ð·½²îº¯Êý
cross cut ºáÇÐÏß
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crossing number ²æÊý
crossing point ½»µã
crosswise ½»²æµÄ
cruciform curve Ê®×Ö¼ÜÐÎÇúÏß
crunode ½áµã
crystal system ½á¾§Ïµ
crystallographic group ½á¾§ÌåȺ
cubage ÇóÌå»ý
cubature ÇóÌå»ý
cubature formula Ìå»ý¹«Ê½
cube Á¢·½Ìå;Èý³Ë
cube root Á¢·½¸ù
cubic Èý´Î·½³Ì
cubic curve Èý´ÎÏß
cubic equation Èý´Î·½³Ì
cubic parabola Á¢·½Å×ÎïÏß
cubic spline function Èý´ÎÑùÌõº¯Êý
cubic system Á¢·½Ïµ
cubical ellipse ÍÖÔ²ÄÓÏß
cubical hyperbola Èý´ÎË«ÇúÄÓÏß
cubo octahedron Èý´Î°ËÃæÌå
cuboid ³¤·½Ìå
cuboidal lattice ¾ØÌå¸ñ×Ó
cumulant ÀÛ»ýÁ¿
cumulant generating function ÀÛ»ýÁ¿Ä¸º¯Êý
cumulative distri
bution function ÀÛ»ý·Ö²¼º¯Êý
cumulative error ÀÛ»ýÎó²î
cumulative frequency ÀÛ»ýƵÂÊ
cumulative frequency curve ÀÛ»ýƵÂÊÇúÏß
cumulative probability ÀÛ»ý¸ÅÂÊ
cup product ÉÏ»ý
cup product operation ÉÏ»ýÔËËã
curl Ðý¶È
current Á÷Á¯
current coordinates Á¯×ø±ê
cursor Óαê
curtate cycloid ¶Ì·øÐýÂÖÏß
curvature ÇúÂÊ
curvature form ÇúÂÊÐÎʽ
curvature of a curve ÇúÏßµÄÇúÂÊ
curvature tensor ÇúÂÊÕÅÁ¿
curvature vector ÇúÂÊÏòÁ¿
curve ÇúÏß
curve in space ¿Õ¼äÇúÏß
curve of growth Éú³¤ÇúÏß;Ôö³¤µÄÇúÏß
curve of pursuit ×·×ÙÇúÏß
curve of second order ¶þ´ÎÇúÏß
curve theory ÇúÏßÂÛ
curved line ÇúÏß
curved polyhedron Çú¶àÃæÌå
curved surface ÇúÃæ
curvilinear ÇúÏßµÄ
curvilinear angle ÇúÏß½Ç
curvilinear co ordinate system ÇúÏß×ø±êϵ
curvilinear coordinates ÇúÏß×ø±ê
curvilinear figure ÇúÏßͼÐÎ
curvilinear integral Ïß»ý·Ö
curvilinear motion ÇúÏßÔ˶¯
curvilinear regression ÇúÏ߻عé
curvilinear triangle ÇúÏßÈý½ÇÐÎ
cusp µÚÒ»Àà¼âµã
cusp form ¼âµãÐÎʽ
cusp locus ¼âµã¹ì¼£
cusp of first kind µÚÒ»Àà¼âµã
cuspidal tangent ¼âµãÇÐÏß
cut Çиî
cut continuum ¿É·Ö¸îÁ¬ÐøÍ³
cut off ÇжÏ
cut point ¸îµã
cut set ¸î¼¯
cut set matrix ¸î¼¯¾ØÕó
cutting plane ¸îÆ½Ãæ
cutting plane method ¸îÆ½Ãæ·¨
cutting problem ÆÊÏßÎÊÌâ
cw complex cw¸´ÐÎ
cybernetics ¿ØÖÆÂÛ;¿Ø²àÂÛ
cycle ±ÕÁ´
cycle basis Ȧ»ù
cyclic Ñ»·µÄ
cyclic constant Ñ»·³£Êý
cyclic coordinates Ñ»·×ù±ê
cyclic derterminant Ñ»·ÐÐÁÐʽ
cyclic equation Ñ»··½³Ì
cyclic extension Ñ»·À©ÕÅ
cyclic field Ñ»·Óò
cyclic graph Ñ»·Í¼
cyclic group Ñ»·Èº
cyclic jacobi method Ñ»·Ñſɱȷ¨
cyclic method Ñ»··¨
cyclic module Ñ»·Ä£
cyclic order Ñ»·´ÎÐò
cyclic permutation Ñ»·ÅÅÁÐ
cyclic polynomial Ñ»·¶àÏîʽ
cyclic representation Ñ»·±íʾ
cyclic subgroup Ñ»·×ÓȺ
cyclic symmetry Ñ»·¶Ô³Æ
cyclic transformation Ñ»·±ä»»
cyclide ËÄ´ÎÔ²ÎÆÇúÃæ
cyclindrical coordinates Öù¼«×ø±ê
cycloid °ÚÏß
cycloidal curve ÐýÂÖÀàÇúÏß
cyclomatic number ȦÊý
cyclosymmetry Ñ»·¶Ô³Æ
cyclotomic equation ¸îÔ²·½³Ì
cyclotomic field ¸îÔ²Óò
cyclotomic function ¸îÔ²º¯Êý
cyclotomic integer ¸îÔ²ÕûÊý
cyclotomic polynomial ¸îÔ²¶àÏîʽ
cyclotron resonance »ØÐý¼ÓËÙÆ²Õñ
cylinder Ô²Öù
cylindrical domain Ô²ÖùÓò
cylindrical function ±´Èû¶úº¯Êý
cylindrical polar coordinates Öù¼«×ø±ê
cylindrical set ÖùÃæ¼¯
cylindrical surface ÖùÃæ
cylindrical vector field ÖùÃæÏòÁ¿³¡
cylindrical wave ÖùÃæ²¨
cylindroid ÖùÐÎÃæ
d integrable d¿É»ý
d integral d»ý·Ö
d'alembert principle ´ïÀʱ´¶ûÔÀí
d'alembert ratio test ´ïÀʱ´¶û±ÈÀýÊÔÑé·¨
d'alembert solution ´ïÀʱ´¶û½â
d'alembertian ´ïÀʲ®·û;´ïÀɱ´¶ûËã×Ó
damped harmonic oscillation ×èÄáгÕñ¶¯
damped oscillation ×èÄáÕñ¶¯
damped vibration ×èÄáÕñ¶¯
damping ×èÄá
damping factor ×èÄáÒò×Ó
dantzig van de panne method µ«Ôó·¶µÂÅË·½·¨
darboux tangent ´ï²¼ÇÐÏß
darboux theorem ´ï²¼¶¨Àí
data Êý¾Ý
data processing Êý¾Ý´¦Àí
data storage Êý¾Ý´æ´¢Æ÷
data storage register Êý¾Ý´æ´¢¼Ä´æÆ÷
death process ËÀÍö¹ý³Ì
death rate ËÀÍöÂÊ
debugging µÌÐò
deca Ê®
decade Ê®¸ö
decade scaler Ê®½øÖƼÆÊýÆ÷
decagon Ê®±ßÐÎ
decahedron Ê®ÃæÌå
decameter Ê®Ã×
decay curve Ë¥±äÇúÏß
deci ·Ö
decidability ¿ÉÅж¨ÐÔ
decile Ê®·ÖλÊý
decimal Ê®½øÎ»µÄ
decimal arithmetic Ê®½øËãÊõ
decimal binary conversion Ê® ¶þ½øÖƱ任
decimal digit Ê®½øÖÆÊý×Ö
decimal expansion Ê®½øÖÆÕ¹¿ª
decimal fraction Ê®½øÐ¡Êý
decimal notation Ê®½øÖƼÇÊý·¨
decimal number Ê®½øÐ¡Êý
decimal number system Ê®½øÖÆ
decimal of many places ¶àλʮ½øÐ¡Êý
decimal part СÊý²¿·Ö
decimal place СÊýλ
decimal point СÊýµã
decimal representation Ê®½øÖƼÇÊý·¨
decimal system Ê®½øÖÆ
decimal to binary conversion Ê® ¶þ½øÖƱ任
decimetre ·ÖÃ×
decision Åж¨
decision domain ¾ö²ßÓò
decision function Åж¨º¯Êý
decision problem Åж¨ÎÊÌâ
decision procedure Åж¨¹ý³Ì
decision space Åж¨¿Õ¼ä
decision theory ¾ö²ßÂÛ
decision variable ¾ö²ß±äÁ¿
decision vector ¾ö²ßÏòÁ¿
decisive ¾ö¶¨µÄ
declination Çãб
decoder ÒëÂëÆ÷
decomposability ¿É·Ö½âÐÔ
decomposable form ¿É·Ö½âÐÎʽ
decomposable matrix ¿É·Ö½â¾ØÕó
decomposable operator ¿É·Ö½âËã×Ó
decompose ·Ö½â
decomposition ·Ö½â
decomposition field ·Ö½âÓò
decomposition formula ·Ö½â¹«Ê½
decomposition group ·Ö½âȺ
decomposition in a direct sum Ö±ºÍ·Ö½â
decomposition into linear factors ÏßÐÔÒò×Ó·Ö½â
decomposition into partial fractions ²¿·Ö·ÖÊý·Ö½â
decomposition operator ·Ö½âËã×Ó
decomposition principle ·Ö½âÔÀí
decomposition theorem ·Ö½â¶¨Àí
decrease ¼õÉÙ
decreasing function µÝ¼õº¯Êý
decrement ¼õÁ¿
dedekind axiom ´Â½ð¹«Àí
dedekind completion ´Â½ðÍ걸»¯
dedekind cut ´Â½ðÇжÏ
dedekind domain ´Â½ð»·
dedekind ring ´Â½ð»·
dedekind set ´Â½ð¼¯
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deduce ÑÝÒï
deducibility ¿ÉÍÆ¶Ï
deduction ÑÝÒï·¨
deductive method ÑÝÒï·¨
deductive proof ÑÝÒïÖ¤Ã÷
defect ¿¿
defect indices ¿¸Êý
defect of operators Ëã×ӵĿ¿
defect of spline ÑùÌõµÄ¿ð
defect relation ¿ØÏµ
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defective number ¿¿
defective value ¿µ
deferent Ô²ÐĹ켣
deficiency ¿¿
deficiency index ¿¸±ê
deficient number ¿¿
definability ¿É¶¨ÒåÐÔ
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define ¶¨Òå
definiendum ±»¶¨ÒåÕß
definiens ¶¨ÒåÕß
defining contrast ¶¨Òå¶Ô±È
defining equation ¶¨Òå·½³Ì
defining field ¶¨ÒåÓò
defining relations ¶¨Òå¹ØÏµ
definite ¶¨µÄ
definite divergence ¶¨·¢É¢
definite integral ¶¨»ý·Ö
definiteness ÷ÐÔ
definition by induction ÓùéÄÉ·¨¶¨Òå
definition by transfinite induction ÒÀ³¬ÏÞ¹éÄÉ·¨µÄ¶¨Òå
deflation ½µ½×
deform ʹ±äÐÎ
deformable ¿É±äÐεÄ
deformation ±äÐÎ
deformation ratio Ðαä±ÈÂÊ
deformation retract ÐαäÊÕËõºË
deformation retraction ÐαäÊÕËõ
degeneracy ÍË»¯
degeneracy operator ÍË»¯Ëã×Ó
degenerate ÍË»¯
degenerate case ÍË»¯Çé¿ö
degenerate core ¼ò²¢ºË
degenerate distri
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degenerate eigenvalue ÍË»¯±¾Õµ
degenerate extreme point ÍË»¯¼«Öµµã
degenerate kernel ÍË»¯ºË
degenerate parabolic equation ÍË»¯Å×ÎïÐÍ·½³Ì
degenerate polyhedron ÍË»¯¶àÃæÌå
degenerate set ÍË»¯¼¯
degenerate simplex ÍË»¯µ¥ÐÎ
degeneration ÍË»¯
degree ´ÎÊý
degree of a polynomial ¶àÏîʽµÄ´ÎÊý
degree of a representation ±íʾ¶È
degree of accuracy ¾«È·¶È
degree of an equation ·½³ÌʽµÄ´ÎÊý
degree of approximation ½üËÆ¶È
degree of freedom ×ÔÓɶÈ
degree of inseparability ²»¿É·Ö´ÎÊý
degree of mapping Ó³Éä¶È
degree of stability Îȶ¨¶È
degree of symmetry ¶Ô³Æ¶È
del µ¹Èý½ÇÐÎ
del operator µ¹Èý½ÇÐÎ
delay ÑÓ³Ù
delay equation ÑÓÖÍ·½³Ì
delay line store ÑÓ³ÙÏß´æ´¢Æ÷
delay time ÑÓ³Ùʱ¼ä
delete ɾȥ
deleted neighborhood È¥ÐÄÁÚÓò
deletion ɾ³ý
delocalization ·Ç¾Ö²¿»¯
delta function µÒÀ¬¿Ë º¯Êý
deltoid ÐÎÇúÏß
demarcation »®·Ö½çÏß
demi continuous °ëÁ¬ÐøµÄ
demonstrate Ö¤Ã÷ÂÛÖ¤
demonstration Ö¤Ã÷
denominate number ¸ý
denomination Ãû³Æ
denominator ·Öĸ
denote ָʾ
dense ³íÃܵÄ
dense in itself ×ÔÃܵÄ
dense in itself set ×ÔÃܼ¯
dense set ³í¼¯
dense subset ³í×Ó¼¯
denseness ³íÃÜÐÔ
denseness of set ¼¯µÄÃܶÈ
densimetry ÃܶȲⶨ
density ÃܶÈ
density distri
bution Ãܶȷֲ¼
density function ÃܶȺ¯Êý
density matrix ÃܶȾØÕó
density of distri
bution ·Ö²¼ÃܶÈ
density of simultaneous distri
bution ÁªºÏ·Ö²¼ÃܶÈ
density theorem Ãܶȶ¨Àí
denumerability ¿ÉÊýÐÔ
denumerable ¿ÉÊýµÄ
denumerable set ¿ÉÊý¼¯
denumeration ¼ÆËã
depend ÒÀÀµ
dependence Ïà¹Ø
dependent Ïà¹ØµÄ
dependent equations Ïà¹Ø·½³Ì×é
dependent variable Ó¦±äÊý
dependent variate Ó¦±äÁ¿
depression ½µµÍ
depth line Éî¶ÈÏß
derivability ¿É΢ÐÔ
derivable ¿É΢µÄ
derivate µ¼³öÊý
derivation ΢·Ö
derivative µ¼Êý
derivative of a distri
bution ·Ö²¼µ¼Êý
derivative of a vector ÏòÁ¿µ¼Êý
derivative of higher order ¸ß½×µ¼Êý
derivative of n th order n½×µ¼Êý
derive µ¼³ö
derived algebra µ¼³ö´úÊý
derived equation µ¼³ö·½³Ì
derived function µ¼Êý
derived functor µ¼º¯×Ó
derived graph µ¼³öͼ
derived rule of inference ÍÆÀíµÄµ¼³ö¹æÔò
derived series µ¼³öÁÐ
derived set ÍÆµ¼¼¯
derived unit µ¼³öµ¥Î»
derogatory matrix ¼õ´ÎÕó
descartes rule of signs µÑ¿¨¶ùÕý¸ººÅ¹æÔò
descending central series ½µÖÐÐÄÁÐ
descending chain ½µÁ´
descending chain condition ½µÁ´Ìõ¼þ
descending difference ǰÏò²î·Ö
descending induction µÝ¼õ¹éÄÉ
descending order µÝ¼õ´ÎÐò
descending power series µÝ¼õÃݼ¶Êý
descent Ͻµ
descent method Ͻµ·¨
description ÃèÊö
description operator ġ״Ëã×Ó
descriptive form ÃèÊöÐÎʽ
descriptive function ÃèÊöÐÎʽ
descriptive geometry »·¨¼¸ºÎ
descriptive set theory ÃèÊö¼¯ÂÛ
descriptive statistics ÃèÊöͳ¼ÆÑ§
design ¼Æ»®
design of experiments ʵÑéÉè¼Æ
detached coefficients ·ÖÀëϵÊý
determinant ÐÐÁÐʽ
determinant of infinite order ÎÞÏÞÐÐÁÐʽ
determinant of the coefficients ϵÊýÐÐÁÐʽ
determinant of the coefficients of a linear form ÏßÐÔÐÎʽµÄϵÊýÐÐÁÐʽ
determinantal divisor ÐÐÁÐʽÒò×Ó
determinantal equation ÐÐÁÐʽ·½³Ì
determinate Ò»¶¨µÄ
determinate automaton È·¶¨ÐÔ×Ô¶¯»ú
determinate system È·¶¨×é
determine ¾ö¶¨³ö
determined system È·¶¨×é
determining equation ¾ö¶¨·½³Ì
determining factor ¾ö¶¨ÒòËØ
deterministic digital system È·¶¨ÐÔÊý×Öϵͳ
deterministic optimization È·¶¨ÐÔ×îÓÅ»¯
deterministic process È·¶¨¹ý³Ì
deterministic programming È·¶¨ÐÔ×îÓÅ»¯
develop Õ¹¿ª
developability ¿ÉÕ¹ÐÔ
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development Õ¹¿ª
development in power series Ãݼ¶ÊýÕ¹¿ª
deviate Æ«Àë
deviation Æ«²î
deviation from the mean ƽ¾ùÆ«²î
diadic system ¶þ½øÖÆÊýϵ
diagnostic routine Õï¶Ï³ÌÐò
diagonal ¶Ô½ÇÏß
diagonal continued fraction ¶Ô½ÇÁ¬·ÖÊý
diagonal dominancy ¶Ô½ÇÓÅÊÆ
diagonal element ¶Ô½ÇÔªËØ
diagonal form ¶Ô½ÇÐÍ
diagonal map ¶Ô½ÇÓ³Éä
diagonal matrix ¶Ô½ÇÕó
diagonal method ¶Ô½ÇÏß·¨
diagonal morphism ¶Ô½ÇÉä
diagonal of a determinant ÐÐÁÐʽµÄ¶Ô½ÇÏß
diagonal of the face Ãæ¶Ô½ÇÏß
diagonal point ¶Ô±ßµã
diagonal procedure ¶Ô½ÇÏß·¨
diagonal process ¶Ô½ÇÏß·¨
diagonal sequence ¶Ô½ÇÐòÁÐ
diagonal sum ¾ØÕóµÄ¼£
diagonal sum rule ¶Ô½ÇÇóºÍ¹æÔò
diagonalizable matrix ¿É¶Ô½Ç»¯¾ØÕó
diagonalization ¶Ô½ÇÏß»¯
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diagonally dominant matrix ¶Ô½ÇÕ¼ÓžØÕó
diagram ͼ±í
diagram scheme ͼ½â¸ÅÐÍ
diameter Ö±¾¶
diameter of a circle Ô²µÄÖ±¾¶
diametric plane ¾¶Ãæ
diamond shaped ÁâÐεÄ
dichotomy ¶þ·Ö·¨
diffeomorphic mapping ΢·ÖͬÅßÓ³Éä
diffeomorphism ΢·ÖͬÅßÓ³Éä
difference ²î
difference boundary value problem ²î·Ö±ßÖµÎÊÌâ
difference differential equation ²î·Ö΢·Ö·½³Ì
difference equation ²î·Ö·½³Ì
difference group ²îȺ
difference method ²î·Ö·¨
difference operator ²î·ÖËã×Ó
difference product ²î»ý
difference quotient ¾ù²î
difference schema ²î·Ö¸ñʽ
difference sequence ²îÊýÐòÁÐ
difference set ²î¼¯
difference table ²î·Ö±í
different ¹²éî²î»ý
differentiability ¿É΢ÐÔ
differentiable ¿É΢µÄ
differentiable function ¿É΢º¯Êý
differentiable manifold of class c cÀà΢·ÖÁÎ
differential ΢·Ö
differential algebra ΢·Ö´úÊý
differential analyzer ΢·Ö·ÖÎöÒÇ
differential and integral calculus ΢»ý·Ö
differential calculus ΢·Öѧ
differential circuit ΢·Öµç·
differential coefficient ΢·ÖϵÊý
differential cross section ΢·Ö½ØÃæ
differential curve ΢·ÖÇúÏß
differential difference equation ²î·Ö΢·Ö·½³Ì
differential equation ΢·Ö·½³Ì
differential equation with delayed argument ÑÓÖÍ·½³Ì
differential equation with deviating argument Æ«²î×Ô±äÊý΢·Ö·½³Ì
differential equation with lag Öͺó΢·Ö·½³Ì
differential equation with separated variables ·ÖÀë±äÊýÐÍ΢·Ö·½³Ì
differential expression ΢·Öʽ
differential form ΢·ÖÐÎʽ
differential form of the first kind µÚÒ»ÖÖ΢·ÖÐÎʽ
differential game ΢·Ö¶Ô²ß
differential geometry ΢·Ö¼¸ºÎѧ
differential ideal ΢·ÖÀíÏë
differential method ΢·Ö·¨
differential of arc ΢»¡
differential operator ΢·ÖËã×Ó
differential parameter ΢·Ö²ÎÊý
differential quotient ΢·ÖϵÊý
differential ring ΢·Ö»·
differential scattering ΢·ÖÉ¢Éä½ØÃæ
differential topology ΢·ÖÍØÆË
differentiate ΢·Ö
differentiating circuit ΢·Öµç·
differentiation ΢·Ö
differentiation of a function º¯ÊýµÄ΢·Ö·¨
differentiation of implicit function Òþº¯Êý΢·Ö·¨
differentiation operator ΢·ÖËã×Ó
differentiation symbol ΢·Ö¼ÇºÅ
differentiation term by term ÖðÏî΢·Ö
differentiation theorem ΢·Ö¶¨Àí
differentiator ΢·ÖÆ÷
diffraction ÑÜÉä
diffraction angle ÑÜÉä½Ç
diffraction curve ÑÜÉäÇúÏß
diffraction disc ÈÆÉäÅÌ
diffusion À©É¢
diffusion coefficient À©É¢ÏµÊý
diffusion constant À©É¢³£Êý
diffusion equation À©É¢·½³Ì
diffusion process À©É¢¹ý³Ì
digamma function Ë«º¯Êý
digit Êý×Ö
digital Êý×ÖµÄ
digital computer Êý×Ö¼ÆËã»ú
digital control Êý×Ö¿ØÖÆ
digital differential analyzer Êý×Ö΢·Ö·ÖÎöÒÇ
digital recorder Êý×Öʽ×Ô¶¯¼Ç¼Æ÷
digital simulation Êý¾ÝÄ£Äâ
digitize ¼ÆÊý»¯
dihedral angle ¶þÃæ½Ç
dihedral group ¶þÃæÌåȺ
dihedron ¶þÃæÌå
dilatation µ¥Ïî±ä»»
dilated maximum principle À©Õż«´óÖµÔÀí
dilemma ¶þÄÑÍÆÂÛ
dimension Á¿¸Ù
dimension theorem άÊý¶¨Àí
dimension theory άÊýÂÛ
dimensional Á¿¸ÙµÄ
dimensional analysis άÁ¿·ÖÎö
dimensional equation Á¿¸Ù·½³Ì
dimensionality Á¿¸Ù
dimensionless ÎÞÁ¿¸ÙµÄ
dimensionless quantity ÎÞÒò´ÎÁ¿
dimer ¶þ¾ÛÎï
dimetric ¶þάµÄ
diophantine analysis ¶ª·¬Í¼·ÖÎö
diophantine equation ¶ª·¬Í¼·½³Ì
diplohedron ±â·½¶þÊ®ËÄÃæÌå
dirac delta distri
bution µÒÀ¬¿Ë º¯Êý
dirac equation µÒÀ¿Ë·½³Ì
dirac measure µÒÀ¿Ë²â¶È
direct Ö±½ÓµÄ
direct analytic continuation Ö±½Ó½âÎö¿ªÍØ
direct correspondence Ö±½Ó¶ÔÓ¦
direct decomposition Ö±·Ö½â
direct factor Ö±»ýÒò×Ó
direct image Ö±½ÓÏó
direct limit ¹éÄɼ«ÏÞ
direct method Ö±½Ó·¨
direct numerical method Ö±½ÓÊýÖµ·¨
direct predecessor ֱǰǪ
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direct successor ½ô½ÓºóÔª
direct sum Ö±ºÍ
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directed circuit ÓÐÏò»ØÂ·
directed distance ÓÐÏò¾àÀë
directed edge sequence ÓÐÏòÀâÐòÁÐ
directed graph ÓÐÏòͼ
directed group ÓÐÏòȺ
directed line ÓÐÏòÔª
directed line segment ÓÐÏòÏß¶Î
directed path ÓÐÏòͨ·
directed quantity ÓÐÏòÁ¿
directed set ÓÐÏò¼¯
directed system ÓÐÏòϵ
directing curve ÓÐÏòÇúÏß
direction ·½Ïò
direction angle ·½Ïò½Ç
direction cosine ·½ÏòÓàÏÒ
direction field ·½Ïò³¡
direction of principal axis Öá·½Ïò
direction of principal curvature ÖúÂÊ·½Ïò
direction parameter ·½Ïò²ÎÊý
directional ¶¨ÏòµÄ
directional derivative ·½Ïòµ¼Êý
directional differentiation ·½Ïò΢·Ö·¨
directional field ·½Ïò³¡
directivity ·½ÏòÐÔ
directly proportional Ö±½Ó±ÈÀýµÄ
directoin search program ·½Ïò¼ìËÌÐò
director circle ×¼Ô²
director cone ×¼×¶Ãæ
director plane ×¼Æ½Ãæ
directrix ×¼Ïß
directrix of a conic ¶þ´ÎÇúÏßµÄ×¼Ïß
dirichlet boundary condition µÒÀû¿ËÀױ߽çÌõ¼þ
dirichlet conditions µÒÀû¿ËÀ×Ìõ¼þ
dirichlet distri
bution µÒÀû¿ËÀ×·Ö²¼
dirichlet domain µÒÀû¿ËÀ×Óò
dirichlet drawer principle µÒÀû¿ËÀ׳éÌëÔÀí
dirichlet function µÒÀû¿ËÀ׺¯Êý
dirichlet integral µÒÀû¿ËÀ×»ý·Ö
dirichlet principle µÒÀû¿ËÀ×ÔÀí
dirichlet problem µÒÀû¿ËÀ×ÎÊÌâ
dirichlet product µÒÀû¿ËÀ׳˻ý
dirichlet series µÒÀû¿ËÀ×¼¶Êý
dirichlet space µÒÀû¿ËÀ׿ռä
dirichlet theorem µÒÀû¿ËÀ×¶¨Àí
disagreement ²»·ûºÏ
disappearance Ïûʧ
disassembly ²ðж
disc Ô²ÅÌ
disconnected space ²»Á¬Í¨¿Õ¼ä
discontinuity ²»Á¬Ðø
discontinuity interval ²»Á¬ÐøÇø¼ä
discontinuity on the left ×ó·½²»Á¬ÐøÐÔ
discontinuity on the right ÓÒ·½²»Á¬ÐøÐÔ
discontinuous function ²»Á¬Ðøº¯Êý
discontinuous group ²»Á¬ÐøÈº
discontinuous random variable ²»Á¬Ðø±äÁ¿
discontinuous set ²»Á¬Ðø¼¯
discontinuous term ²»Á¬ÐøÏî
discontinuous variate ²»Á¬Ðø±äÁ¿
discontinuum ÃܶÏͳ
discount ÕÛ¿Û
discount factor ÕÛ¿ÛÒò×Ó
discrete ·ÖÁ¢µÄ
discrete category ÀëÉ¢·¶³ë
discrete continuous system ÀëÉ¢Á¬ÐøÏµÍ³
discrete distri
bution ÀëÉ¢·Ö²¼
discrete distri
bution function ÀëÉ¢·Ö²¼º¯Êý
discrete flow ÀëÉ¢Á÷
discrete fourier transform ÀëÉ¢¸µÀïÒ¶±ä»»
discrete group ÀëɢȺ
discrete mathematics ÀëÉ¢Êýѧ
discrete optimization ÀëÉ¢×î¼Ñ»¯
discrete optimization problem ÀëÉ¢×îÓÅ»¯ÎÊÌâ
discrete problem ÀëÉ¢ÎÊÌâ
discrete process ÀëÉ¢Ëæ»ú¹ý³Ì
discrete programming ÀëÉ¢¹æ»®
discrete random variable ÀëÉ¢Ëæ»ú±äÁ¿
discrete series ÀëÉ¢ÐòÁÐ
discrete set ÀëÉ¢¼¯
discrete spectrum ÀëÉ¢Æ×
discrete state Àëɢ״̬
discrete system Àëɢϵͳ
discrete time Àëɢʱ¼ä
discrete topological space ÀëÉ¢ÍØÆË¿Õ¼ä
discrete topology ÀëÉ¢ÍØÆË
discrete uniform distri
bution ÀëÉ¢¾ùÔÈ·Ö²¼
discrete valuation ÀëÉ¢¸³Öµ
discreteness ÀëÉ¢ÐÔ
discretization ÀëÉ¢»¯
discretization error ÀëÉ¢»¯Îó²î
discrimator Åбðʽº¯Êý
discriminant Åбðʽ
discriminant analysis Åбð·ÖÎö
discriminant function Åбðʽº¯Êý
discriminant of a polynomial ¶àÏîʽµÄÅбðʽ
discriminatory analysis Åбð·ÖÎö
disjoint elements ²»Ïà½»ÔªËØ
disjoint relations ²»Ïཻ¹ØÏµ
disjoint sets ²»Ïཻ¼¯
disjoint sum ²»Ïཻ²¢¼¯
disjoint union ²»Ïཻ²¢¼¯
disjointed set ²»Ïཻ¼¯
disjunction ÎöÈ¡
disjunction sign ÎöÈ¡¼ÇºÅ
disjunction symbol ÎöÈ¡¼ÇºÅ
disjunctive normal form ÎöÈ¡·¶Ê½
disjunctive proposition Ñ¡ÑÔÃüÌâ
disk Ô²ÅÌ
disorder ÎÞÖÈÐò
disorder order transformation ÎÞÐò ÓÐÐò ±ä»¯
dispersion ·½²î
dispersion matrix ·½²î¾ØÕó
dispersion relations ·ÖÉ¢¹ØÏµ
dispersive À©É¢µÄ
displacement Î»ÒÆ
displacement operator Î»ÒÆËã·û
display statusconcomitant Ïà°éʽ
disposition ÅäÖÃ
disproportion ²»Ïà³Æ
disproportionate ²»³É±ÈÀýµÄ
dissection ÆÊ·Ö
dissimilar terms ²»Í¬ÀàÏî
dissipation É¢ÒÝ
dissipation of energy ÏûÄÜ
dissipative function É¢Òݺ¯Êý
dissipative measurable transformation É¢Òݿɲâ±ä»»
dissipative system ºÄɢϵ
dissociation ½âÀë
dissociation constant ·ÖÀë³£Êý
distance axioms ¾àÀ빫Àí
distance between two points Á½µã¼ä¾à
distance circle ¾àÀëÔ²
distance function ¾àÀ뺯Êý
distance matrix ¾àÀë¾ØÕó
distance meter ²â¾àÒÇ
distance point ¾àÀëµã
distinction ²î±ð
distinguish ±æ±ð
distinguished polynomial ÌØÒì¶àÏîʽ
distortion »û±ä
distortion angle »û±ä½Ç
distortion theorem »û±ä¶¨Àí
distortionless ÎÞ»û±äµÄ
distri
buted constant ·Ö²¼³£Êý
distri
buted parameter ·Ö²¼²ÎÊý
distri
bution ·Ö²¼
distri
bution coefficient ·Ö²¼ÏµÊý
distri
bution curve ·Ö²¼ÇúÏß
distri
bution family ·Ö²¼×å
distri
bution function ·Ö²¼º¯Êý
distri
bution law ·Ö²¼ÂÉ
distri
bution of prime numbers ËØÊý·Ö²¼
distri
bution parameter ·Ö²¼²ÎÊý
distri
bution ratio ·Ö²¼ÏµÊý
distri
bution rule ·Ö²¼¹æÔò
distri
bution space ¹ãÒ庯Ê