A stochastic Poisson structure associated to a Yang-Baxter equation

机译：与阳百刀方程相关的随机泊松结构

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We consider a simple solution of a Yang-Baxter equation on loop algebra and deduce from it a Sklyanin Poisson structure which operates continuously on a Sobolev test algebra on the Wiener space of the Lie algebra.

机译：我们考虑一个简单的杨百尔方程在环路代数上的简单解决方案，并从它推断出Sobolev泊松结构，在Lie代数的Wiener空间上连续运行。

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《International Conference on Quantum Theory and Symmetries》|2011年||共4页
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Remi Leandre;
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中图分类 O413-53;
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4. A stochastic Poisson structure associated to a Yang-Baxter equation [C] . Remi Leandre International Conference on Quantum Theory and Symmetries . 2011

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A stochastic Poisson structure associated to a Yang-Baxter equation

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