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MTS
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Almost but not quite a homomorphism
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A book for problems in Functional Analysis
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Non-commutative versions of X/G
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$SU(2)$ and the three sphere
Of course you also need that $\mathrm{det}x = 1$ to get that form for the matrix.
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$SU(2)$ and the three sphere
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When does a subgroup of a compact group have all its finite-dimensional unitary representations obtainable by restricting some representation of the larger group?
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Can one do without Riesz Representation?
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Canonical examples of algebraic structures
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Do torsion-free groups give projectionless group ($C^\ast$) algebras?
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