Moreover, investigations into the graded identities of Lie algebras, such as those pertaining to the Z-graded identity structures, have contributed to a deeper understanding of the inherent ...

Furthermore, innovative polynomial identities have provided bridges between the combinatorial structures associated with classical partition theorems and the representation theory of affine Lie ...

The role of unimodular (E), paramount (M) and dominant matrices in network theory is described. A distinction is made between the unimodular matrices which represent the transformations of the current ...

Abstract Leavitt path algebras L of an arbitrary graph E over a field K satisfying a polynomial identity are completely characterized both in graph-theoretic and algebraic terms. When E is a finite ...

In this paper, we study irreducible modules over the mirror Heisenberg–Virasoro algebra D 𝔇, which is the semi-direct product of the Virasoro algebra and the twisted Heisenberg algebra. We classify ...