arXiv · 2303.07869
Almost multiplicative maps with respect to almost associative operations on Banach algebras
Abstract
We prove an Ulam type stability result for a non-associative version of the multiplicativity equation, that is, $T(xy)=\Psi(T(x),T(y))$, where $T$ is a unital bounded operator acting from an amenable Banach algebra to a dual Banach algebra.
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Tomasz Kochanek. 2023-03-14. Almost multiplicative maps with respect to almost associative operations on Banach algebras. https://arxiv.org/abs/2303.07869
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