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Semigroups of partial linear transformations whose restrictions belong to an injective partial linear transformation semigroup
by
Sangkhanan, Kritsada
in
Linear algebra
/ Vector space
2025
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Semigroups of partial linear transformations whose restrictions belong to an injective partial linear transformation semigroup
by
Sangkhanan, Kritsada
in
Linear algebra
/ Vector space
2025
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Semigroups of partial linear transformations whose restrictions belong to an injective partial linear transformation semigroup
Journal Article
Semigroups of partial linear transformations whose restrictions belong to an injective partial linear transformation semigroup
2025
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Overview
Let V be a vector space over a field F and let W be a subspace of V . The semigroup of partial linear transformations on V whose restriction to W belongs to an injective partial linear transformation semigroup I(W) is denoted by PI(W)(V) . In this paper, we describe Green's relations for PI(W)(V) , characterize its regular elements, and give necessary and sufficient conditions for PI(W)(V) to be regular, inverse, or completely regular. We also analyze the ideal structure of PI(W)(V) , identifying its maximal and minimal ideals.
Publisher
American Institute of Mathematical Sciences
Subject
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