The study of composition operators and Bloch spaces within complex Banach spaces has emerged as a vibrant area of modern analysis. Bloch spaces, originally introduced in the context of holomorphic ...

Complex symmetric operators have attracted significant attention in recent years owing to their intriguing spectral properties and the elegance of their underlying mathematical structures. At their ...

We prove that any composition operator with maximal norm on one of the weighted Bergman spaces $A_{\alpha}^2$ (in particular, on the space $A^{2} = A_{0}^2$) is ...

For an arbitrary Hilbert space 𝓔, the Segal–Bargmann space 𝓗(𝓔) is the reproducing kernel Hilbert space associated with the kernel K(x, y) = exp(〈x, y〉) for x, y in 𝓔. If φ : 𝓔₁ → 𝓔₂ is a ...