Восьмая Международная конференция серии "Advances in Modal Logic" (AiML 2010).
Восьмая Международная конференция серии "Advances in Modal Logic" (AiML 2010).
Восьмая Международная конференция серии "Advances in Modal Logic" (AiML 2010).
Дата начала: 24.08.2010 Дата окончания: 27.08.2010 Место проведения: Moscow, Russia | Сайт конференции http://www.aiml.net/ |
Организаторы
- Steklov Mathematical Institute
- Laboratoire J.-V.Poncelet
- Moscow Center for Continuous Mathematical Education
Описание конференции
Topics:
We invite submission on all aspects of modal logics, including:
* history of modal logic
* philosophy of modal logic
* applications of modal logic
* computational aspects of modal logic
o complexity and decidability of modal and temporal logics
o modal and temporal logic programming
o model checking
o theorem proving for modal logics
* theoretical aspects of modal logic
o algebraic and categorical perspectives on modal logic
o coalgebraic modal logic
o completeness and canonicity
o correspondence and duality theory
o many-dimensional modal logics
o modal fixed point logics
o model theory of modal logic
o proof theory of modal logic
* specific instances and variations of modal logic
o description logics
o dynamic logics and other process logics
o epistemic and deontic logics
o modal logics for agent-based systems
o modal logic and game theory
o modal logic and grammar formalisms
o provability and interpretability logics
o spatial and temporal logics
o hybrid logic
o intuitionistic logic
o substructural logics
Papers on related subjects will also be considered.
We invite submission on all aspects of modal logics, including:
* history of modal logic
* philosophy of modal logic
* applications of modal logic
* computational aspects of modal logic
o complexity and decidability of modal and temporal logics
o modal and temporal logic programming
o model checking
o theorem proving for modal logics
* theoretical aspects of modal logic
o algebraic and categorical perspectives on modal logic
o coalgebraic modal logic
o completeness and canonicity
o correspondence and duality theory
o many-dimensional modal logics
o modal fixed point logics
o model theory of modal logic
o proof theory of modal logic
* specific instances and variations of modal logic
o description logics
o dynamic logics and other process logics
o epistemic and deontic logics
o modal logics for agent-based systems
o modal logic and game theory
o modal logic and grammar formalisms
o provability and interpretability logics
o spatial and temporal logics
o hybrid logic
o intuitionistic logic
o substructural logics
Papers on related subjects will also be considered.