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ɑʄʄ(1|1)-trivial deformations of ɑʄʄ (2|1)-modules of weighted densities on the superspace ℝ½

Identificadores del recurso

http://hdl.handle.net/10662/10327

LARAIEDH, I. (2019). ɑʄʄ (1|1)-trivial deformations of ɑʄʄ (2|1)-modules of weighted densities on the superspace ℝ½. Extracta Mathematicae 34 (2), 269-283. E-ISSN 2605-5686

10.17398/2605-5686.34.2.269

Extracta Mathematicae

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Procedencia

Ficha

Título:: ɑʄʄ(1|1)-trivial deformations of ɑʄʄ (2|1)-modules of weighted densities on the superspace ℝ½
Tema:: Relative cohomology; Trivial deformation; Lie superalgebra; Symbol; Cohomología relativa; Deformación trivial; Superalgebra de Lie; Símbolo; 1201.09 Álgebra de Lie; 1204.04 Geometría Diferencial; 1210.02 Cohomología
Descripción:: Over the (1|2)-dimensional real superspace, we study ɑʄʄ(1|1)-trivial deformations of the action of the affine Lie superalgebra ɑʄʄ (2|1) on the direct sum of the superspaces of weighted densities. We compute the necessary and sufficient integrability conditions of a given infinitesimal deformation of this action and we prove that any formal deformation is equivalent to its infinitisemal part.; peerReviewed
Idioma:: English
Autor/Productor:: Laraiedh, Ismail
Editor:: Universidad de Extremadura
Otros colaboradores/productores:: Université de Sfax. Túnez; Shaqra University. Saudi Arabia
Derechos:: Attribution-NonCommercial-NoDerivatives 4.0 International; http://creativecommons.org/licenses/by-nc-nd/4.0/; openAccess
Fecha:: 2020-02-13T12:55:02Z; 2019
Tipo de recurso:: article; publishedVersion
Formato:: 15 p.; application/pdf

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