The author defines categories of normed bimodules over quiver tensor rings and claims an initial object whose unique morphisms give integrals, Taylor series, and Fourier series; the power-series claim rests on a false density statement.
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Normed representations of weight quivers
The author defines categories of normed bimodules over quiver tensor rings and claims an initial object whose unique morphisms give integrals, Taylor series, and Fourier series; the power-series claim rests on a false density statement.