Monoidal width was recently introduced by the authors as a measure of th...
We introduce monoidal width as a measure of the difficulty of decomposin...
In this paper we address the problem of proving confluence for string di...
We study the relationship between cartesian bicategories and a specialis...
We develop a comprehensive string diagrammatic treatment of electrical
c...
We extend the theory of Interacting Hopf algebras with an order primitiv...
Symmetric monoidal theories (SMTs) generalise algebraic theories in a wa...
String diagrams are a powerful and intuitive graphical syntax, originate...
We provide a Lawvere-style definition for partial theories, extending th...
Feedback and state are closely interrelated concepts. Categories with
fe...
The analysis of games played on graph-like structures is of increasing
i...
Relational structures are emerging as ubiquitous mathematical machinery ...
We extend the signal flow calculus—a compositional account of the classi...
Turi and Plotkin's bialgebraic semantics is an abstract approach to
spec...
We show that every adhesive category gives rise to an associative algebr...
The Calculus of Conjunctive Queries (CCQ) has foundational status in dat...
We introduce the concept of Frobenius theory as a generalisation of Lawv...