A tripartite trans-modal relationship among sounds, shapes and emotions: A case of abrupt modulation Shigeto Kawahara () Linguistics Department, Rutgers University, New Brunswick NJ 08901, USA

Source URL: user.keio.ac.jp

Project Thesis A Proof System for the Modal µ-calculus Oliver Friedmann

Source URL: files.oliverfriedmann.de

1 Counterpossibles [draft; short version may appear in Topoi, fuller version in Brad Armour-Garb and Fred Kroon (eds.), Philosophical Fictionalism]

Source URL: www.philosophy.ox.ac.uk

• Philosophy
• Logic
• Abstraction
• Conditionals
• Modal logic
• Philosophy of science
• Mathematical logic
• Truth
• Counterfactual conditional
• Sequent
• Impossible world
• Causality

P. VAN INWAGEN MODAL EPISTEMOLOGY (Accepted 30 JunePhilosophy abounds in modal arguments. A surprisingly high proportion of these arguments have the following features: they are

Source URL: www.andrewmbailey.com

Modal Types for Mobile Code Tom Murphy VII CMU-CSMay 13, 2008

Source URL: www.cs.cmu.edu

philosophy of language: kripke’s naming and necessity University of Edinburgh PHIL10005 Lecturer: Brian Rabern Office: DSB 4.04c Email:

Source URL: www.philosophy.ed.ac.uk

• Analytic philosophers
• American philosophers
• Guggenheim Fellows
• Metaphysicians
• Names
• Saul Kripke
• Naming and Necessity
• Analytic philosophy
• Modal logic
• Philosophy of language
• Metaphysics
• Philosophy

Implementing Connection Calculi for First-order Modal Logics Jens Otten Institut f¨ur Informatik, University of Potsdam August-Bebel-Str. 89, 14482 Potsdam-Babelsberg, Germany

Source URL: www.jens-otten.de

HYLOCORE Workshop on Modal and Epistemic Logic Friday October 14th, 2011, Room, Building 42, RUC Program:

Source URL: hylocore.ruc.dk

MATHEMATICAL MODAL LOGIC: A VIEW OF ITS EVOLUTION Robert Goldblattthere is no one fundamental logical notion of necessity, nor consequently of possibility. If this conclusion is valid, the subject of modality ough

Source URL: homepages.mcs.vuw.ac.nz

University of Arkansas Press Singular Propositions and Modal Logic Author(s): Christopher Menzel Source: Philosophical Topics, Vol. 21, No. 2, Philosophy of Logic (FALL 1993), ppPublished by: University of Arka

Source URL: philebus.tamu.edu