C. le Merdy

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math.FA2024

Commuting families of polygonal type operators on Hilbert space

Christian Le Merdy, M. N. Reshmi

Let $T : H \to H$ be a bounded operator on Hilbert space. We say that $T$ has a polygonal type if there exists an open convex polygon $Δ \subset D$ , with $\overlineΔ\ca…

math.FA2024

A new approach to $γ$ -bounded representations

Christian Le Merdy

Let $X$ be a Banach space, let $(Ω, μ)$ be a $σ$ -finite measure space and let $A, B : Ω \to B (X)$ be strongly measurable $γ$ -bounded functions. We show that for all $x \in X$ and al…

Commuting families of polygonal type operators on Hilbert space

A new approach to γ-bounded representations

A new approach to $γ$ -bounded representations