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20112026
most citedModel Checking Spatial Logics for Closure Spaces

57 citations · 278 across the 28 of their papers we have counts for

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21 papers · 1 filter

cs.LO2026

Spatial Model Checking of Images via Minimised Models and Branching Bisimilarity

Vincenzo Ciancia, Jan Friso Groote, Diego Latella +2

Spatial models are of increasing interest in traditional computer science domains and beyond. Spatial minimisation procedures are crucial for efficient model checking of such model…

cs.LO2025★ 1 cited

Practical Exploration of Polyhedral Model Checking

Yuri Andriaccio, Vincenzo Ciancia, Diego Latella +1

This work explores the potential of spatial model checking of polyhedral models on a number of selected examples. In computer graphics polyhedral models can be found in the form of…

cs.LO2024★ 2 cited

Weak Simplicial Bisimilarity and Minimisation for Polyhedral Model Checking

Nick Bezhanishvili, Laura Bussi, Vincenzo Ciancia +5

The work described in this paper builds on the polyhedral semantics of the Spatial Logic for Closure Spaces (SLCS) and the geometric spatial model checker PolyLogicA. Polyhedral mo…

cs.LO2024★ 1 cited

Weak Simplicial Bisimilarity for Polyhedral Models and SLCS_eta -- Extended Version

Nick Bezhanishvili, Vincenzo Ciancia, David Gabelaia +4

In the context of spatial logics and spatial model checking for polyhedral models -- mathematical basis for visualisations in continuous space -- we propose a weakening of simplici…

cs.LO2023★ 1 cited

On Bisimilarity for Quasi-discrete Closure Spaces

Vincenzo Ciancia, Diego Latella, Mieke Massink +1

Closure spaces, a generalisation of topological spaces, have shown to be a convenient theoretical framework for spatial model checking. The closure operator of closure spaces and q…

cs.LO2021★ 2 cited

On Bisimilarities for Closure Spaces - Preliminary Version

Vincenzo Ciancia, Diego Latella, Mieke Massink Erik de Vink

Closure spaces are a generalisation of topological spaces obtained by removing the idempotence requirement on the closure operator. We adapt the standard notion of bisimilarity for…