辛空間微分幾何引論 |
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引用本文: | 孫本旺.辛空間微分幾何引論[J].数学学报,1954,4(4):395-444. |
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作者姓名: | 孫本旺 |
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摘 要: | <正> 本文將分為兩個組成部分.第一部分討論普通的辛空間,就是以辛变換羣為基本羣的空間.特別地,我們將討論這空間內曲線與曲面的微分幾何.第二部分討論所謂“辛流空間”.
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收稿时间: | 1953-12-27 |
INTRODUCTION TO DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES IN A FOUR DIMENSIONAL SYMPLECTIC SPACE |
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Institution: | SUN PENG-WANG |
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Abstract: | The present paper constitutes the first part of our planed programs, namely,it concerns the preliminary theory of differential geometry of curves and surfaces in a four dimensional symplectic space. The second part which will appear soon later concerns mainly the theory of 2n-dimensional spaces of symplectic connections in the sense of E. Cartan. |
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