Ali Delbaznasab, MohammadReza Molaei
Published 2016-07-25Version 1
In this essay we present an outer product on R^6, and we show that R^6 with this outer product can take three kinds of Lie brackets. We prove that R^6 with these Lie brackets take the structures of so(4), so(2,2) and so(3,1). We also deduce a 4-dimensional submanifold of R^6 with an almost complex structure.
Extension of representations in quasi *-algebras
Unbounded C$^*$-seminorms and $*$-Representations of Partial *-Algebras
Representations of simple finite Lie conformal superalgebras of type W and S
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