Article ID Journal Published Year Pages File Type
8897896 Linear Algebra and its Applications 2018 32 Pages PDF
Abstract
Let (R,−) be an arbitrary unital associative superalgebra with superinvolution over a commutative ring k with 2 invertible. The second homology of the generalized periplectic Lie superalgebra pm(R,−) for m⩾3 has been completely determined via an explicit construction of its universal central extension. In particular, this second homology is identified with the first Z/2Z-graded dihedral homology of R with certain superinvolution whenever m⩾5.
Keywords
Related Topics
Physical Sciences and Engineering Mathematics Algebra and Number Theory
Authors
, , ,