Convex Bodies:The Brunn-Minkowski Theory
Schneider1993 年出版490 页ISBN:9780521352208;0521352207
最优输运理论专题 第2版=TOPICS IN OPTIMAL TRANSPORTATION SECOND EDITION
CEDRIC VILLANI2017 年出版378 页ISBN:9787040469219
1781年,Gaspard Monge定义了“最优运输”问题(即以可能的最小工作量进行质量转移),并想到将其应用于工程。1942年,Leonid Kantorovich将新生的线性规划用于Monge问题,并想到将其应用于经济。1987年,Yann Brenier利...
Convex Optimization For Signal Processing And Communications
Chong Yung Chi2017 年出版432 页ISBN:
PROMPT PRACTICAL OBSTETRIC MULTI-PROFESSIONAL TRAINING PRACTICAL LOCALLY BASED TRAINING FOR OBSTETRI
CARL P.WEINER2016 年出版241 页ISBN:9781107549548
CONVEX ANALYSIS AND NONLINEAR OPTIMIZATION THEORY AND EXAMPLES
JONATHAN M.BORWEIN2000 年出版273 页ISBN:
SOLUTIONS MANUAL TO ACCOMPANY GEOMETRY OF CONVEX SETS
I.E.LEONARD2017 年出版115 页ISBN:9781119184188
Selected applications of convex optimization Volume 103 = 凸优化应用讲义
Li Li2015 年出版140 页ISBN:7302390299
FUNDAMENTALS OF CONVEX ANALYSIS:DUALITY,SEPARATION,REPRESENTATION,AND RESOLUTION
MICHAEL J.PANIK2222 年出版296 页ISBN:0792322797
encyclopedia of mathematics and its applications convex bodies:the brunn-minkowski theory second ex
rolf schneider2014 年出版736 页ISBN:1107601010