凸性与锥-顶点
Convexity and Cone-Vexing
摘要：
凸性的概念滋养了生成、分离、微积分和近似。生成表现为对偶性;分离表现为最优性;微积分表现为表示;近似表现为稳定性。这是一个概述的起源，演变和趋势的凸性。Sobolev研究所的凸性研究是由Leonid Kantorovich（1912- 1986）和Alexandr Alexandrov（1912- 1999）发起的。这是他们记忆的一部分。
英文摘要：
The idea of convexity feeds generation, separation, calculus, and approximation. Generation appears as duality; separation, as optimality; calculus, as representation; and approximation, as stability. This is an overview of the origin, evolution, and trends of convexity. Study of convexity in the Sobolev Institute was initiated by Leonid Kantorovich (1912--1986) and Alexandr Alexandrov (1912--1999). This talk is a part of their memory.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
