P. Miana

collaborators

3 papers

math.FA2026

Entire groups generated by fractional powers of operators

Rodrigo BarberÃ¡n, Pedro J. Miana

Let $T$ be a power-bounded operator on a Banach space $X$ . We treat the sequence of polynomials $(p_{n; a})_{n \geq 0}$ such that the entire group generated by the fractional power op…

math.FA2026

CesÃ ro-Hardy operators on $L^{p} [0, 1]$ : fine spectrum, weighted Koopman semigroups and invariant subspaces

Luciano AbadÃas, Alejandro Mahillo, Pedro J. Miana

In this paper we study boundedness and detailed spectral properties for the CesÃ ro-Hardy operator and some generalizations in $L^{p} [0, 1]$ . The study employs $C_{0}$ -semigroup theory,…

math.FA2025

Two Koopman semigroups on discrete Lebesgue spaces

Pedro J. Miana

In this paper we are interested to connect Koopman semigroups in Lebesgue funcion spaces $L^{p} (R^{+})$ and $C_{0}$ -semigroups in Lebesgue sequence spaces $ℓ^{p}$ for $1 \leq p < \infty$ …

Entire groups generated by fractional powers of operators

CesÃ ro-Hardy operators on Lp[0,1]: fine spectrum, weighted Koopman semigroups and invariant subspaces

Two Koopman semigroups on discrete Lebesgue spaces

CesÃ ro-Hardy operators on $L^{p} [0, 1]$ : fine spectrum, weighted Koopman semigroups and invariant subspaces