Topological Spatial Model Checking is a recent paradigm where model checking techniques
are developed for the topological interpretation of Modal Logic. The Spatial Logic of Closure …

Spatial logic and spatial model checking have great potential for traditional computer
science domains and beyond. Reasoning about space involves two different conditional …

We adapt the standard notion of bisimilarity for topological models to closure models and
refine it for quasi-discrete closure models. We also define an additional, weaker notion of …

The notion of bisimilarity plays an important role in concurrency theory. It provides formal
support to the idea of processes having “equivalent behaviour” and is a powerful tool for …

This paper provides a tutorial-style introduction, and a guide, to the recent advancements in
spatial model checking that have made some relevant results possible. Among these, we …

Collective Adaptive Systems often consist of many heterogeneous components typically
organised in groups. These entities interact with each other by adapting their behaviour to …

This paper analyses models of a spatial logic with path operators based on the class of
neighbourhood spaces, also called pretopological or closure spaces, a generalisation of …

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

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 …

The notion of bisimilarity plays an important role in concurrency theory. It provides formal
support to the idea of processes having" equivalent behaviour" and is a powerful tool for …