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Natasha Alechina

Researcher at University of Nottingham

Publications -  163
Citations -  2036

Natasha Alechina is an academic researcher from University of Nottingham. The author has contributed to research in topics: Decidability & Model checking. The author has an hindex of 23, co-authored 156 publications receiving 1879 citations. Previous affiliations of Natasha Alechina include Information Technology University & University of Amsterdam.

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The Dynamics of Syntactic Knowledge

TL;DR: This study combines the syntactic approach with modal logic, using transition systems to model reasoning, and uses two syntactic epistemic modalities: ‘ knowing at least’ a set of formulae and ‘knowing at most’A set offormulae to formalise non-omniscient agents who know some inference rules.
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Reachability logic: an efficient fragment of transitive closure logic

TL;DR: The reachability logic (RL) as discussed by the authors is a fragment of FO(TC) with boolean variables that admits efficient model checking, linear time with a small constant, as a function of the size of the structure being checked.

Geospatial Information Integration for Authoritative and Crowd Sourced Road

TL;DR: In this paper, the authors explore the technical issues associated with integrating unstructured crowd sourced data with authoritative national mapping data, and develop methodologies to ensure the feature enrichment of authoritative data, using crowd-sourced data.
Proceedings ArticleDOI

Norm approximation for imperfect monitors

TL;DR: This paper shows how to synthesise an approximation of an `ideal' norm that can be perfectly monitored given a monitor, and which is optimal in the sense that any other approximation would fail to detect at least as many violations of the ideal norm.
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Coalition logic with individual, distributed and common knowledge

TL;DR: This paper proves completeness for epistemic coalition logic with common knowledge, with distributedknowledge, and with both common and distributed knowledge, respectively, and completely characterise the complexity of the satisfiability problem for each of the three logics.