Quiver Generalized Weyl Algebras, Skew Category Algebras and Diskew Polynomial Rings

Author:

Bavula V. V.

Funder

University of Sheffield

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Theory and Mathematics,Computational Mathematics

Reference12 articles.

1. Bavula, V.V.: Finite-dimensionality of $${{\rm Ext}}^n$$ Ext n and $${{\rm Tor}}_n$$ Tor n of simple modules over a class of algebras. Funct. Anal. Appl. 25(3), 229–230 (1991)

2. Bavula, V.V.: Classification of simple $${{\rm sl}}(2)$$ sl ( 2 ) -modules and the finite-dimensionality of the module of extensions of simple $${{\rm sl}}(2)$$ sl ( 2 ) -modules. Ukr. Math. J. 42(9), 1044–1049 (1990)

3. Bavula, V.V.: Simple $$D[X, Y;\sigma, a]$$ D [ X , Y ; σ , a ] -modules. Ukr. Math. J. 44(12), 1500–1511 (1992)

4. Bavula, V. V.: Generalized Weyl algebras and their representations. (Russian) Algebra i Analiz 4(1), 75–97 (1992); translation in St. Petersburg Math. J.4(1), 71–92 (1993)

5. Bavula, V.V.: Generalized Weyl algebras, kernel and tensor-simple algebras, their simple modules. In: Representations of Algebras (Ottawa, ON, 1992), Proceedings of CMS Conference, American Mathematical Society, Providence, RI, vol. 14, pp. 83–107 (1993)

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