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機構 日期 題名 作者
淡江大學 1991-06-20 Multiple Plane Jets Turbulent Mixing Analysis Via Kinetic Theory Approach Chuang, Shu-hao; Hong, Zuu-chang; Wang, Jhy-horng
國立成功大學 2024 MULTIPLE PLAYER TRACKING WITH 3D PROJECTION AND SPATIO-TEMPORAL INFORMATION IN MULTI-VIEW SPORTS VIDEOS Wang;Y, -P.;Chu;W, -T.
國立交通大學 2015-12-02T03:00:59Z Multiple pleomorphic tetramers of pore-forming thermostable direct hemolysin from Grimontia hollisae in exerting hemolysis and membrane binding Wang, Y. -K.; Li, T. -H. T.; Wu, T. -K.
國立交通大學 2019-08-02T02:15:35Z Multiple Pleomorphic Tetramers of Thermostable Direct Hemolysin from Grimontia hollisae in Exerting Hemolysis and Membrane Binding Wang, Yu-Kuo; Huang, Sheng-Cih; Chang, Chin-Yuan; Huang, Wan-Ting; Liao, Man-Jun; Yip, Bak-Sau; Chou, Feng-Pai; Li, Thomas Tien-Hsiung; Wu, Tung-Kung
中國醫藥大學 2011-10 Multiple point action mechanism of valproic acid-teratogenicity alleviated by folic acid, vitamin C, And N-acetylcysteine in chicken embryo model (Chiu-Lan Hsieh);(Hui-Er Wang);(Wan-Jane Tsai);彭瓊琦(Chiung-Chi Peng)*;(Robert Y. Peng)
中國醫藥大學 2012-01 Multiple point action mechanism of valproic acid-teratogenicity alleviated by folic acid, vitamin C, And N-acetylcysteine in chicken embryo model (Chiu-Lan Hsieh);(Hui-Er Wang);(Wan-Jane Tsai);彭瓊琦(Chiung-Chi Peng)*;(Robert Y. Peng)
淡江大學 2008-06 Multiple Point Constraints in Finite Element Analysis of Two-dimensional Elastic Contacts 劉昭華
國立臺灣大學 1998 Multiple points of dilation-stable L?vy processes Shieh, Narn-Rueih
國立臺灣大學 1993 Multiple points of fractional stable processes Shieh, Narn-Rueih
國立臺灣大學 1989 Multiple Points of Levy Processes Le Gall, Jean-Francois; Rosen, Jay S.; Shieh, Narn-Rueih
國立臺灣大學 1992 Multiple Points of Sample Paths of Markov Processes 謝南瑞; Shieh, Narn-Rueih
國立臺灣大學 1987-01 Multiple population covariance structure analysis under arbitrary distribution theory Bentler, P. M.; Lee, S. -Y.; Weng, L. -J.
國立臺灣大學 1987 Multiple population covariance structure analysis under arbitrary distribution theory Bentler, P. M.; Lee, S.-Y.; Weng, L.-J.
臺大學術典藏 2018-09-10T06:32:42Z Multiple population covariance structure analysis under arbitrary distribution theory Bentler, P. M.;Lee, S.-Y.;Weng, L.-J.; LI-JEN WENG; Bentler, P. M.; Lee, S.-Y.; Weng, L.-J.
淡江大學 2007-06 Multiple Positive Solution of Conjugate Boundary Value Problems on Time Scales 錢傳仁; Chyan, Chuan-jen
國立高雄大學 2010 Multiple positive solutions for a class of concave-convex elliptic problem in R^{N} involving sign-changing weight Wu, Tsung-Fang
國立高雄大學 2010 Multiple positive solutions for a Dirichlet problem involving critical Sobolev exponent Li, T.; Wu, Tsung-Fang
真理大學 2006-11 Multiple Positive Solutions for a Nonlinear Even-Order m-Point Boundary Value Problem. II Wang, Youyu; Ge, Weigao
國立高雄大學 2009 Multiple positive solutions for an unbounded Dirichlet boundary problem involving sign-changing weight Wu, Tsung-Fang
國立高雄大學 2008 Multiple positive solutions for Dirichlet problems involving concave and convex nonlinearities Wu, Tsung-Fang
國立高雄大學 2007 Multiple positive solutions for nonhomogeneous elliptic equations in exterior domains Wu, Tsung-Fang
國立高雄大學 2007 Multiple positive solutions for semilinear elliptic systems with nonlinear boundary condition Wu, Tsung-Fang
國立高雄大學 2011 Multiple positive solutions of a nonlinear boundary value problem involving a sign-changing weight Wu, Tsung-Fang
臺大學術典藏 2020 Multiple positive solutions of saturable nonlinear Schr?dinger equations with intensity functions TAI-CHIA LIN; Wu, T.-F.; Lin, T.-C.; Lin, T.-C.;Wu, T.-F.
國立高雄大學 2007 Multiple positive solutions of semilinear elliptic boundary value problems in infinite strips 吳宗芳; Wu, Tsung-Fang

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