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首页> 外文期刊>Infinite dimensional analysis, quantum probability, and related topics >Operator calculus and invertible clifford appell systems: Theory and application to the n-particle fermion algebra
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Operator calculus and invertible clifford appell systems: Theory and application to the n-particle fermion algebra

机译:算子微积分和可逆的悬崖积分系统:n粒子费米子代数的理论与应用

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摘要

Motivated by evolution equations on Clifford algebras and illustrated with the n-particle fermion algebra, a theory of invertible left- and right-Appell systems is developed for Clifford algebras of an arbitrary quadratic form. This work extends and clarifies the authors' earlier work on Clifford Appell systems, operator calculus, and operator homology/cohomology. A direct connection is also shown between blade factorization algorithms and the construction of Appell systems in these algebras.
机译:受Clifford代数上的演化方程激励并用n粒子费米子代数进行说明,为任意二次形式的Clifford代数建立了左右可逆Appell系统理论。这项工作扩展并阐明了作者先前在Clifford Appell系统,算子微积分和算子同源性/同调性方面的工作。在这些代数中,刀片分解算法与Appell系统的构造之间也显示了直接联系。

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