A note on the homomorphism theorem for hemirings.

Olson, D.M.

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Some topologies on the space Id(A) of two-sided and closed ideals of a Banach algebra are introduced and investigated. One of the topologies, namely $τ_{\infty}$ , coincides with the so-called strong topology if A is a C*-algebra. We prove that for a separable Banach algebra $τ_{\infty}$ coincides with a weaker topology when restricted to the space Min-Primal(A) of minimal closed primal ideals and that Min-Primal(A) is a Polish space if $τ_{\infty}$ is Hausdorff; this generalizes results from [1] and [5]. All subspaces...

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