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most citedExtensions of Current Groups on S^3 and the Adjoint Representations

4 citations · 8 across the 9 of their papers we have counts for

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math.DG2013★ 4 cited

Extensions of Current Groups on S^3 and the Adjoint Representations

Tosiaki Kori

Let Omega^3(SU(n)) be the Lie group of based mappings from S^3 to SU(n). We construct a Lie group extension of Omega^3(SU(n)) for n>2 by the abelian group of the affine dual space…