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Noncommutative geometry of angular momentum space U(su(2))
JOURNAL OF MATHEMATICAL PHYSICS, no. 1 (2003): 107-137
Abstract
We study the standard angular momentum algebra [x(i),x(j)]=ilambdaepsilon(ijk)x(k) as a noncommutative manifold R-lambda(3). We show that there is a natural 4D differential calculus and obtain its cohomology and Hodge * operator. We solve the spin 0 wave equation and some aspects of the Maxwell or electromagnetic theory including solution...More
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