Международная конференция «Advances in Modal Logic 2010» AiML 2010
Международная конференция «Advances in Modal Logic 2010» AiML 2010
Международная конференция «Advances in Modal Logic 2010» AiML 2010
Дата начала: 24.08.2010 Дата окончания: 27.08.2010 Место проведения: Москва | Сайт конференции http://aiml10@mi.ras.ru |
Организаторы
- Математический институт им. В. А. Стеклова РАН
- Лаборатория Понселе Независимого московского университета
- Московский центр непрерывного математического образования
Описание конференции
Тематика конференции:
* 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;
* 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;