Kao’s Euclidean Fusion Versus Mathematical Fission

高正雄 教授

Prof. Chung- Siung Kao

國立中正大學數學系

Department of Mathematics, National Chung Cheng University

Abstract

On practical evaluation of length of curves and size of area and volume in Euclidean space, there are situations that the problems are unsolvable mathematically due to the fact that the related curves, areas or volumes are only physically visible but cannot be properly and precisely defined by mathematical forms and equations.

In this talk the speaker shall formulate such problems mathematically in unsolvable fission forms first, but then show the way to transform them into fusion forms which may be treated statistically. The procedure of transformation from mathematical fission to statistical fusion can be done either with coordinate system or with polar system. Practical problems shall be illustrated to bring light onto how this new method can be properly applied.

  Some remarks of philosophical and/ or religious thoughts that relate fission, fusion and randomness as existing in the natural world shall be given.

日  期:110年12月29日(星期三) 16:100-17:00

地  點：本校數學館527教室（嘉義縣民雄鄉大學路168號）

茶  會：15:30~16:00數學館四樓409室舉行

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