Cellular algebra

Universal enveloping algebra

Subalgebra

Philosophy

Pure mathematics

Lie algebra

Affine Lie algebra

Lie superalgebra

Superalgebra

Simple (philosophy)

Simple module

Associative property

Current algebra

Unital

Mathematics

Algebra representation

Epistemology

Associative algebra

Algebra over a field

Noetherian

Journal of Algebra

We classify Jet modules for the Lie (super)algebras L=W⋉(g⊗C[t,t−1]), where W is the Witt algebra and g is a Lie superalgebra with an even diagonlizable derivation. Then we give a conceptional method to classify all simple Harish-Chandra modules for L and the map superalgebras, which are of the form L⊗R, where R is a Noetherian unital supercommutative associative superalgebra.

Classification of simple Harish-Chandra modules for map (super)algebras related to the Virasoro algebra