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ISSN 1553-992X (print); ISSN
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Volume 16 - Number 4
(Cumulated No. 178), 25, 2024
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CONTENTS
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陈秀雄微分几何得证启发科学殿堂内外
樊韦芬
Recommended:
王德奎
(Wang Dekui),
绵阳日报社,
绵阳,
四川
621000,
中国,
y-tx@163.com
摘要:陈秀雄、王兵教授等证明的“哈密尔顿--田刚猜想”等数学难题,打开了和科学殿堂内外“柯召--赵华明--魏时珍猜想”的联系----陈秀雄教授从科学殿堂外一个农村孩子,成长为科学殿堂内中国科技大学的著名教授,从2014年以来不断有重大成果的报道。而“柯猜翻转”难题的接地气,是59年后的今天,全球面对来势汹汹的突发新冠疫情才知道的----封城、隔离……原先能召开的重要的领导人大会,如今他们最好的办法是召开“视频连线”会议----在隔离的两个或多个空间中,能互通信息----类似“空心圆球不撕破和跳跃粘贴,能把内表面翻转成外表面”----类似“科统”--“柯统”。
[樊韦芬.
陈秀雄微分几何得证启发科学殿堂内外.
Academ
Arena
2024;16(4):1-15]. ISSN 1553-992X (print); ISSN 2158-771X
(online).
http://www.sciencepub.net/academia.
01. doi:10.7537/marsaaj160424.01.
关键词:微分几何、里奇流、规范场、柯猜翻转、拓扑学 |
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