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29 juin - 29 juin 2026

Classement: B (CORE2023)Offline

Advances in Modal Logic

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Aperçu

Advances in Modal Logic is an initiative aimed at presenting the state of the art in modal logic and its various applications. Topics We invite submissions on all aspects of modal and related logic, including (but not limited to): Semantics and model theory, Proof theory, also including automated deduction, Applications of modal logic, Co-algebraic aspects, History of modal logic, Philosophy of modal logic, Computational or theoretical aspects, Specific instances and variations of modal logic (e.g., description logics, dynamic logics, epistemic and deontic logics, modal logics for agent-based systems, provability and interpretability logics, spatial and temporal logics, hybrid logic, intuitionistic logic, substructural logics).

Appel à communications

Advances in Modal Logic is an initiative aimed at presenting the state of the art in modal logic and its various applications. Topics We invite submissions on all aspects of modal and related logic, including (but not limited to): Semantics and model theory, Proof theory, also including automated deduction, Applications of modal logic, Co-algebraic aspects, History of modal logic, Philosophy of modal logic, Computational or theoretical aspects, Specific instances and variations of modal logic (e.g., description logics, dynamic logics, epistemic and deontic logics, modal logics for agent-based systems, provability and interpretability logics, spatial and temporal logics, hybrid logic, intuitionistic logic, substructural logics).

Dates importantes

Dates de la conférence

Conference Date

29 juin 2026

Précédemment :
  • 29 juin 2026 - 3 juillet 2026
  • 19 août 2024 - 23 août 2024

Soumission

Paper submission

NOUVEAU

6 mars 2026

Notification

Notification date

NOUVEAU

24 avril 2026

Version finale

Camera-ready

NOUVEAU

15 mai 2026

Inscription

Early registration deadline

26 juin 2024

Registration deadline

23 juillet 2024

Classement source

Source: CORE2023

Classement: B

Domaine de recherche: Theory of computation

Carte

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