The Current Galilei Algebra and Associated Random Variables - NZJM

Andreas Boukas; Luigi Accardi

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The Current Galilei Algebra and Associated Random Variables - NZJM

机译：当前的Galilei代数和相关的随机变量-NZJM

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摘要

We compute the Fock kernel for the one-mode (i.e. restricted to a single interval) and current (i.e. extended to simple functions) Galilei algebra. We also compute the characteristic function of a family of random variables naturally associated with the Galilei algebra.

机译：我们针对单模（即限制为单个间隔）和当前（即扩展为简单函数）Galilei代数计算Fock内核。我们还计算了与伽利略代数自然相关的随机变量族的特征函数。

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《New Zealand Journal of Mathematics (Online)》 |2011年第2011期|共页
作者
Andreas Boukas; Luigi Accardi;
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中图分类数学;
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机译：Galilei代数当前代数的套筒表示的存在
5. Some algebra of independent random variables. [D] . White, Curtis. 2009

机译：独立随机变量的一些代数。
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7. Existence of the Fock representation for current algebras of the Galilei algebra [O] . Accardi L, Boukas A, Misiewicz J 2010

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8. The H-Function and Probability Density Functions of Certain Algebraic Combinations of Independent Random Variables with H-Function Probability Distribution [R] . Cook, I. D. 1981

机译：具有H-函数概率分布的某些独立随机变量代数组合的H-函数和概率密度函数

The Current Galilei Algebra and Associated Random Variables - NZJM

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