Mohamed Amine Ben Amor

activity

20132026

most citedThe tensor product of function algebras

2 citations · 3 across the 7 of their papers we have counts for

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Showing 2026 · math.FAShow all

3 papers · 2 filters

math.FA2026

A $d$ -algebra whose product does not extend to its Dedekind completion

Mohamed Amine Ben Amor

We construct a Banach lattice $d$ -algebra with a strong order unit whose product has no positive associative bilinear extension to its Dedekind completion. This gives a negative an…

math.FA2026

Tensor Products of Almost $f$-Algebras: A Counterexample

Mohamed Amine Ben Amor

We show that the natural tensor product multiplication of two Archimedean almost $f$-algebras does not, in general, extend to their Fremlin tensor product. The two algebras in th…

math.FA2026

Adjoints, Order and Spectral Moduli on $L^{2} (T)$

Mohamed Amine Ben Amor

We study adjoints of $R (T)$ -linear, $T$ -strongly bounded operators on the conditional space $L^{2} (T)$ and the interaction between its Hilbert-type geometry and its Riesz-space order…

A d-algebra whose product does not extend to its Dedekind completion

Tensor Products of Almost \(f\)-Algebras: A Counterexample

Adjoints, Order and Spectral Moduli on L2(T)

A $d$ -algebra whose product does not extend to its Dedekind completion

Adjoints, Order and Spectral Moduli on $L^{2} (T)$