首页|An algebra of distributions related to a star product with separation of variables

An algebra of distributions related to a star product with separation of variables

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Given a star product with separation of variables * on a pseudo-Kahler manifold M and a point x(0) is an element of M, we construct an associative algebra of formal distributions supported at x0. We use this algebra to express the formal oscillatory exponents of a family of formal oscillatory integrals related to the star product *. (C) 2022 Elsevier B.V. All rights reserved.

Deformation quantizationFormal oscillatory distributionFormal oscillatory integralDEFORMATION QUANTIZATIONWICK TYPECONSTRUCTION

Karabegov, Alexander

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Abilene Christian Univ

2022

Journal of geometry and physics

Journal of geometry and physics

SCI
ISSN:0393-0440
年,卷(期):2022.178
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