The Moduli Space of 3|2-Dimensional Complex Associative Algebras
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Penkava, Michael
Wagner, Jory
Payne, Carolyn
Gonzales, Tyler
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A complex associative algebra is a vector space over the complex numbers equipped with a multiplication operation. The purpose of this study was to investigate the 3|2 dimensional complex associative algebras, constructing the moduli space of isomorphism classes of such algebras using the notion of extensions of algebras of lower dimension.
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Color poster with text and models.
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National Science Foundation; University of Wisconsin--Eau Claire Office of Research and Sponsored Programs.