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math.RA2018
Skew Clifford Algebras
Thomas Cassidy, Michaela Vancliff
We introduce a generalization, called a skew Clifford algebra, of a Clifford algebra, and relate these new algebras to the notion of graded skew Clifford algebra that was defined i…
math.RT2018
Associating Geometry to the Lie Superalgebra and to the Color Lie Algebra
Susan J. Sierra, Špela Špenko, Michaela Vancliff +2
In the 1990s, in work of Le Bruyn and Smith and in work of Le Bruyn and Van den Bergh, it was proved that point modules and line modules over the homogenization of the universal en…