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The Moduli Space of 4-Dimensional Nilpotent Complex Associative Algebras by Fialowski, Alice; Penkava, Michael is a scholarly article available to read on EtoBox.

What is The Moduli Space of 4-Dimensional Nilpotent Complex Associative Algebras about?

In this paper, we study 4-dimensional nilpotent complex associative algebras. This is a continuation of the study of the moduli space of 4-dimensional algebras. The non-nilpotent algeras were analyzed in an earlier paper. Even though there are only 15 families of nilpotent 4-dimensional algebras, the complexity of their behaviour warrented a separate study, which we give here.

Author

Fialowski, Alice; Penkava, Michael

Published

2013

Language

EN