AiML Advances in Modal Logic

Modal Logic, originally conceived as the logic of necessity and possibility, has developed into a powerful mathematical discipline that deals with restricted description languages for talking about various kinds of relational structures. Advances in Modal Logic. Is a bi-annual international conference. Pages for further details. Advances in Modal Logic 2016. Advances in Modal Logic 2014. The invited speakers included Franz Baader, Stéphane Demri, Joe Halpern, Sara Negri and Frank Wolter. Patrick Blackb.

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Advances in Modal Logic 2008

9-12 September 2008, Nancy, France. Advances in Modal Logic is an initiative aimed at presenting an up-to-date picture of the state of the art in modal logic and its many applications. The initiative consists of a conference series together with volumes based on the conferences. The conference is the main international forum at which research on all aspects of modal logic is presented. The Advances in Modal Logic Initiative. Advances in Modal Logic 2008 is sponsored by.

London Logic Forum

The London Logic Forum brings together London researchers in the mathematics and computational aspects of formal logic. It promotes informal contacts between them, and works with them to support visits, visitors, and PhD students. It also publicises and hosts relevant seminars and workshops. The LLF is sponsored by the Department of Computer Science.

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Kontchakov, Roman

Dep. of Computer Science and Informatio

London, WC1E 7HX

UK

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AiML Advances in Modal Logic

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Modal Logic, originally conceived as the logic of necessity and possibility, has developed into a powerful mathematical discipline that deals with restricted description languages for talking about various kinds of relational structures. Advances in Modal Logic. Is a bi-annual international conference. Pages for further details. Advances in Modal Logic 2016. Advances in Modal Logic 2014. The invited speakers included Franz Baader, Stéphane Demri, Joe Halpern, Sara Negri and Frank Wolter. Patrick Blackb.

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Advances in Modal Logic 2008

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