3 papers
math.FA2026
Pettis integrability of functions with values in separable symmetrically-normed ideals and related norm estimates
Mihailo KrstiÄ, Matija MiloviÄ, Stefan MiloÅ¡eviÄ
In this paper we will investigate Pettis integrability of -valued functions. We will study weakly integrable -val…
math.FA2026
Strongly Integrable Operator-Valued Functions, Generated Vector Measures and Compactness of Integrals
MiloÅ¡ ArsenoviÄ, Mihailo KrstiÄ, Matija MiloviÄ +1
Gel'fand integral of a family of compact operators on a Hilbert space is not always compact, even with additional property of positivity and commutativity. We prove that integrals…
math.FA2026
Gel'fand Integration of B(E, F*)-Valued Functions With Emphasis on (q, p)-Summing Operators
Matija MiloviÄ, Stefan MiloÅ¡eviÄ
We generalize results concerning Gel'fand integration of functions taking values in the space of operators on Hilbert spaces to certain Banach spaces. Building on ideas from \cite{…