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梦幻机器学习:用于强化的Lipschitz扩展
25 个回复 - 686 次查看 2022-6-24 09:08 - 大多数88 - Forum
Lipschitz Algebras 2nd Edition
10 个回复 - 610 次查看 World Scientific Publishing | 2018 | ISBN 978-981-4740-63-0 | 468 pages | PDF **** 本内容被作者隐藏 ****2018-7-5 10:48 - igs816 - 经管书评
On perturbations of an ODE with non-Lipschitz coefficients by a small self-simil
1 个回复 - 415 次查看 【作者(必填)】Andrey Pilipenko, Frank Norbert Proske 【文题(必填)】On perturbations of an ODE with non-Lipschitz coefficients by a small self-similar noise 【年份(必填)】2017 【全文链接或数据 ...2017-10-2 10:59 - ozj9325 - 求助成功区
Uniqueness of solutions to SDEs driven by semimartingale with non-Lipschitz coef
1 个回复 - 836 次查看 【作者(必填)】W.Y. Fei. 【文题(必填)】Uniqueness of solutions to SDEs driven by semimartingale with non-Lipschitz coefficients 【年份(必填)】2010 【全文链接或数据库名称(选填)】数学杂志 (J. of Math ...2015-4-19 23:20 - 风中华翼 - 求助成功区
Combining CSG modeling with soft blending using Lipschitz-based implicit surface
1 个回复 - 1263 次查看 【作者(必填)】Daniel Dekkers, Kees Van Overveld, Rob Golsteijn 【文题(必填)】Combining CSG modeling with soft blending using Lipschitz-based implicit surfaces 【年份(必填)】1996 【全文链接或数 ...2014-4-14 12:39 - hebaoxing - 求助成功区
Global Lipschitz Regularity for a Class
1 个回复 - 681 次查看 【作者(必填)】 Andrea Cianchia Vladimir G. Maz'y 【文题(必填)】 Global Lipschitz Regularity for a Class of Quasilinear Elliptic Equations 【年份(必填)】 2010 【全文链接或数据库名称(选填)】http ...2014-1-20 17:49 - lianghongjing - 求助成功区
Constrained minima and Lipschitzian penalties in metric spaces
2 个回复 - 6093 次查看 【作者(必填)】Klatte, D., Kummer, B. 【文题(必填)】Constrained minima and Lipschitzian penalties in metric spaces 【年份(必填)】SIAM J. Optim. 13, 619–633 (2002) 【全文链接或数据库名称(选填 ...2013-6-14 16:03 - yang2009jing - 求助成功区
SectoralPhillipscurves and the aggregatePhillipscurve
1 个回复 - 711 次查看 【作者(必填)】Jean Imbsa, b, , , Eric Jondeauc, d, , Florian Pelgrinc, e, 【文题(必填)】SectoralPhillipscurves and the aggregatePhillipscurve 【年份(必填)】2011 【全文链接或数据库名称(选填)】h ...2012-10-29 22:32 - 迷途mitu - 求助成功区
连续无模型驱动的Lipschitz系数SDE
15 个回复 - 911 次查看 2022-6-10 07:05 - kedemingshi - Forum
复曲面奇点的Bi-Lipschitz几何
0 个回复 - 251 次查看 摘要翻译: 讨论了复曲面孤立奇点的双Lipschitz几何,重点讨论了复曲面为度量圆锥曲面时孤立奇点的双Lipschitz几何。 --- 英文标题: 《Bi-Lipschitz geometry of complex surface singularities》 --- 作者: Lev B ...2022-3-25 11:00 - mingdashike22 - Forum
加权齐次曲面奇点的双Lipschitz几何
0 个回复 - 375 次查看 摘要翻译: 我们证明了只有当一个加权齐次复曲面的两个最低权值相等时,它才是度量锥的(即bi-Lipschitz等价于度量锥)。我们还给出了一对加权齐次复曲面奇点拓扑等价但不是bi-Lipschitz等价的例子。 --- 英文标题: ...2022-3-2 18:32 - 何人来此 - Forum
[推荐]Seymour Lipschutz, Marc Lipson: Schaums Outline of Discrete Maths
1 个回复 - 2891 次查看 Schaum's Outline of Discrete Maths Seymour Lipschutz, Marc Lipson Customers who bought this item also bought: Schaum's Outline of Combinatorics (Schaum's Outline S.); Paperback ~ V.K. Balakrishn ...2005-9-18 12:51 - Trevor - 计量经济学与统计软件