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ÒѾËÑË÷,ÎÞÖØ¸´ ×ªÔØ vacuous subset ¿Õ×Ó¼¯ vague compactness ²»Ã·½ôÐÔ vague convergence ²»Ã·ÊÕÁ² vague limit ²»Ã·¼«ÏÞ vague topology ²»Ã·µÄÍØÆË vaguely bounded operator ²»Ã·ÓнçËã×Ó vaguely compact set ²»Ã·½ô¼¯ valence correspondence ¼Û¶ÔÓ¦ valid figure ÓÐЧÊý×Ö valid formula ÓÐЧ¹«Ê½ validity ÓÐЧ valuation ¸³Öµ valuation of a field ÓòµÄ¸³Öµ valuation ring ¸³Öµ»· valuation theory ¸³ÖµÂÛ valuation vector °¢´ú¶û value Öµ value distribution Öµ·Ö²¼ value distribution theory Öµ·Ö²¼ÀíÂÛ value group ֵȺ value of game ¶Ô²ßµÄÖµ vandermonde determinant ·¶µÂÃÉÐÐÁÐʽ vanish ³Éö« vanishing ÏûûµÄ vanishing cocycle Ïûû±ÕÉÏÁ´ vanishing cycle ÏûûȦ vanishing function Ïûûº¯Êý vanishing line ûӰֱÏß vanishing plane Ã»Ó°Æ½Ãæ vanishing point ûӰµã variability ±ä»¯ÐÔ variable ±äÊý variable address ¿É±äµØÖ· variables separation ·ÖÀë±äÁ¿ variance ·½²î variance analysis ·½²î·ÖÎö variance ratio ·½²î±È variance ratio test ·½²î±È¼ì¶¨ variate Ëæ»ú±äÊý variation ±ä²î variation derivative ±ä·Öµ¼Êý variation in sign ·ûºÅµÄ±ä¸ü variation method ±ä·Ö·¨ variation of a function º¯ÊýµÄ±ä²î variation of constants ³£Á¿±ä²î variation of parameters ³£Á¿±ä²î variation principle ±ä·ÖÔÀí variational derivative ±ä·Öµ¼Êý variational equation ±ä·Ö·½³Ì variational formulation ±ä·Ö¹«Ê½»¯ variational inequality ±ä·Ö²»µÈʽ variational method ±ä·Ö·¨ variational problem ±ä·ÖÎÊÌâ variations equation ±ä·Ö·½³Ì variety ÁÎ variety of moduli Ä£´Ø vary ±ä vector ÏòÁ¿ vector addition ÏòÁ¿¼Ó·¨ vector algebra ÏòÁ¿´úÊý vector analysis ÏòÁ¿·ÖÎö vector basis ÏòÁ¿»ù vector bundle ÏòÁ¿´Ô vector calculus ÏòÁ¿¼ÆËã vector component ÏòÁ¿·ÖÁ¿ vector decomposition ÏòÁ¿·Ö½â vector density ÏòÁ¿ÃÜ¶È vector diagram ÏòÁ¿Í¼ vector equation ÏòÁ¿·½³Ì vector field ÏòÁ¿³¡ vector flow of vector field ÏòÁ¿³¡µÄÏòÁ¿Á¿ vector flux ÏòÁ¿Á¿ vector function ÏòÁ¿º¯Êý vector lattice ÏòÁ¿¸ñ vector line ÏòÁ¿Ïß vector measure ÏòÁ¿²â¶È vector module ÏòÁ¿Ä£ vector norm ÏòÁ¿·¶Êý vector of the same direction ͬ·½ÏòÏòÁ¿ vector operator ÏòÁ¿Ëã×Ó vector polygon ÏòÁ¿¶à±ßÐÎ vector potential ÏòÁ¿ÊÆ vector product ÏòÁ¿»ý vector representation ÏòÁ¿±íʾ vector space ÏòÁ¿¿Õ¼ä vector space direct sum ÏòÁ¿¿Õ¼äÖ±ºÍ vector space on field k ÓòkÉϵÄÏòÁ¿¿Õ¼ä vector subspace ÏòÁ¿×Ó¿Õ¼ä vector sum ʸºÍ;ÏòÁ¿ºÍ vector tube ÏòÁ¿¹Ü vector valued function ÏòÁ¿Öµº¯Êý vector valued integral ÏòÁ¿Öµ»ý·Ö vectorial ÏòÁ¿µÄ velocity ËÙ¶È velocity distribution ËÙ¶È·Ö²¼ velocity optimal ËÙ¶È×îÓÅµÄ verification ¼ìÑé verify ֤ʵ versed cosine Óàʸ versed sine Õýʸ versiera »þÉàÏß vertex ¶¥µã vertex angle ¶¥½Ç vertex incidence matrix ¹ØÁª¾ØÕó vertex of plane curve Æ½ÃæÇúÏߵĶ¥µã vertex set ¶¥µã¼¯ vertical angles ¶Ô¶¥½Ç vertical axis Á¢Öá vertical component ´¹Ö±·ÖÁ¿ vertical deflection Êúֱƫ²î vertical line ´¹Ö±Ïß vertical parallax ´¹Ö±ÊÓ²î vertical plane ´¹Ö±Ãæ vibrate Õñ¶¯ vibration Õñ¶¯ vicenary system ¶þÊ®½øÖÆÏµ vicious circle Ñ»·ÂÛ·¨ vinculum ÏßÀ¨ virtual ÐéµÄ virtual displacement ÐéÎ»ÒÆ virtual genus ¼Ù¿ñ viscosity Õ³ÐÔ viscous Õ³µÄ vital statistics ÉúÃüͳ¼Æ void set ¿Õ¼¯ volterra integral equations άËûÀï»ý·Ö·½³Ì volume Ìå»ý volume derivative Ìå»ýµ¼Êý volume integral Ìå»ý»ý·Ö vortex ÎÐÁ÷ÐýÎÐ vortex free vector field ÎÞÎÐÏòÁ¿³¡ vortex line ÎÐÏß vortex of vector field ÏòÁ¿³¡µÄÐýÎÐ vrai maximum ±¾ÐÔÉÏÈ·½ç vrai minimum ±¾ÐÔÏÂÈ·½ç vulgar fraction ÆÕͨ·ÖÊý |
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