Morphism of T*-Representations

TL;DR

This paper explores morphisms of T*-representations of algebras, emphasizing their role in identifying structurally similar mathematical objects through isomorphisms.

Contribution

It introduces the concept of morphisms of T*-representations for both algebraic and fibered algebraic structures, expanding the understanding of their isomorphisms.

Findings

Characterization of morphisms of T*-representations

Application to fibered algebraic structures

Framework for identifying algebraic isomorphisms

Abstract

Importance of theorem dedicated to isomorphisms consist in statement that they allow to identify different mathematical objects which have something common from the point of view of certain model. This paper considers morphisms of \Ts representation of $\mathfrak{F}$\Hyph algebra and morphisms of \Ts representation of fibered $\mathfrak{F}$\Hyph algebra.