2009•Communications in AlgebraRequires access

Deformation of Leibniz Algebra Morphisms Over Commutative Local Algebra Base

Ashis Mandal, Goutam Mukherjee

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Abstract

We study deformations of Leibniz algebra morphisms over a commutative local algebra base with 1. We construct the associated deformation cohomology that controls deformations using the cochain complex defining the Leibniz cohomology.

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We study deformations of Leibniz algebra morphisms over a commutative local algebra base with 1. We construct the associated deformation cohomology that controls deformations using the cochain complex defining the Leibniz cohomology.

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Available abstract

We study deformations of Leibniz algebra morphisms over a commutative local algebra base with 1. We construct the associated deformation cohomology that controls deformations using the cochain complex defining the Leibniz cohomology.

Key concepts: Mathematics, Morphism, Pure mathematics, Algebra over a field, Cohomology, Commutative property, Base (topology), Incidence algebra

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