3 papers
math.OA2026
Quantum Doubly Stochastic Operators on Non-commutative -Spaces
Emma Sulaver
We introduce and systematically develop the theory of \emph{quantum doubly stochastic operators}, i.e. positive, trace-preserving maps on non-commutative -spaces associated to…
math.FA2025
Orlicz-Schatten Factorizations for Non-Commutative Sobolev Embeddings
Emma Sulaver
We develop a framework for factorizing embeddings of non-commutative Sobolev spaces on quantum tori through newly defined Orlicz-Schatten sequence ideals. After introducing appropr…
math.FA2025
-Hankel Operators on Non-Abelian Compact Lie Groups
Emma Sulaver
We introduce and study a natural non-commutative generalization of \(μ\)-Hankel operators originally defined on Hardy spaces over compact abelian groups. Within the framework of P…