Interacting Fock Spaces and Subproduct Systems
Malte Gerhold, Michael Skeide
TL;DR
This paper presents new theoretical results on interacting Fock spaces and subproduct systems, exploring their properties and posing open problems with insights into their nontrivial solutions.
Contribution
It introduces novel results about interacting Fock spaces and formulates open problems, emphasizing the nontrivial nature of their solutions.
Findings
Many new results about interacting Fock spaces
Identification of open problems with nontrivial solutions
Insights into subproduct systems
Abstract
We prove many new results about interacting Fock spaces. We pose many open problems; for most of them we prove that their solutions have no choice but being nontrivial. We ask the kind reader to consult the extended abstract in the paper.
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