activity
20202023
most citedMonoidal Width

2 citations · 4 across the 5 of their papers we have counts for

collaborators

6 papers

cs.LO2023★ 1 cited

Evidential Decision Theory via Partial Markov Categories

Elena Di Lavore, Mario Román

We introduce partial Markov categories. In the same way that Markov categories encode stochastic processes, partial Markov categories encode stochastic processes with constraints,…

cs.LO2022★ 1 cited

Coinductive Streams in Monoidal Categories

Elena Di Lavore, Giovanni de Felice, Mario Román

We introduce monoidal streams. Monoidal streams are a generalization of causal stream functions, which can be defined in cartesian monoidal categories, to arbitrary symmetric monoi…

cs.LO2022★ 2 cited

Monoidal Width

Elena Di Lavore, Paweł Sobociński

We introduce monoidal width as a measure of complexity for morphisms in monoidal categories. Inspired by well-known structural width measures for graphs, like tree width and rank w…

math.CT2022

Monoidal Width: Capturing Rank Width

Elena Di Lavore, Paweł Sobociński

Monoidal width was recently introduced by the authors as a measure of the complexity of decomposing morphisms in monoidal categories. We have shown that in a monoidal category of c…

math.CT2021

Dialectica Petri Nets

Elena Di Lavore, Wilmer Leal, Valeria de Paiva

The categorical modeling of Petri nets has received much attention recently. The Dialectica construction has also had its fair share of attention. We revisit the use of the Dialect…

cs.GT2020

Compositional modelling of network games

Elena Di Lavore, Jules Hedges, Paweł Sobociński

The analysis of games played on graph-like structures is of increasing importance due to the prevalence of social networks, both virtual and physical, in our daily life. As well as…