File:KaisekiGairon-352-1.svg
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DescriptionKaisekiGairon-352-1.svg |
English: For the transformation x=\phi(u,v), y=\psi(u,v), a parallelogram H_0=P_0P_1P_3P_2 is the image ignoring the high-order small variation and \Omega is the direct image when u's variation \Delta u and v's \Delta v move from 0 to \rho. |
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Date | |||||
Source | 高木貞治:解析概論 改訂第三版[軽装版] p.352 の図 | ||||
Author | tesigana | ||||
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current | 02:16, 21 February 2011 | ![]() | 156 × 150 (5 KB) | Tesigana (talk | contribs) | |
08:21, 3 February 2011 | ![]() | 189 × 181 (12 KB) | Tesigana (talk | contribs) | ||
08:33, 31 January 2011 | ![]() | 189 × 181 (59 KB) | Tesigana (talk | contribs) | {{Information |Description ={{en|1=For the transformation x=\phi(u,v), y=\psi(u,v), a parallelogram H_0=P_0P_1P_3P_2 is the image ignoring the high-order small variation and \Omega is the direct image when u's variation \Delta u and v's \Delta v move f |
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