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series of workshops on logic and language, after having been a member of the community in several capacities such as invited speaker, PC member, PC chair, Organising
Committee chair, guest editor of proceedings and special issue, and steering committee member.
167:. Since 1991, Grigori "Grisha" Mints was a professor of philosophy and, by courtesy, of mathematics and of computer science at Stanford University. Before joining Stanford, Mints held research positions at the
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Mints, G. & Martin-Löf, P. (eds.) (1990) "COLOG-88: International
Conference on Computer Logic", Tallinn, USSR, December 12–16, 1988, Proceedings - Lecture Notes in Computer Science (Vol. 417), 1990.
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Mints, G. (2006) Notes on constructive negation. in R. Kahle and P. Schroeder-Heister (eds.), "Proof-Theoretic
Semantics", special issue of "Synthese", 2006, 148, issue 3, pp. 701–717.
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Mints, G. & Muskens, R. (eds.) (2003) "Games, Logic, and
Constructive Sets". Published by Center for the Study of Language and Information - Lecture Notes (Book 161), 2003.
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Tatsuta, M. & Mints, G. (2005) A simple proof of second-order strong normalization with permutative conversions. "Ann. Pure Appl. Logic" 136(1-2): 134-155
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Considered one of the most distinguished logicians in the world, Mints was passionate about the applications of logic to philosophy. His expertise was in
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Mints, G. (1992) "A Short
Introduction to Modal Logic". Published by Center for the Study of Language and Information - Lecture Notes (Book 30), 1992.
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Mints, G., Olkhovikov, G.V., Urquhart, A. (2013) Failure of interpolation in constant domain intuitionistic logic. "J. Symb. Log." 78(3): 937-950.
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with a thesis entitled "On
Predicate and Operator Variants for Building Theories of Constructive Mathematics". In 1990 he received his D.Sc. from
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Mints, G. (2001) "A Short
Introduction to Intuitionistic Logic" (University Series in Mathematics). Published by Kluwer Academic Publisher, 2001.
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Mints, G. (2013) ADC Method of Proof Search for
Intuitionistic Propositional Natural Deduction. To appear in a "Festsschrift for A. Avron".
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Mints, G. & Zhang, T. (2005) Propositional logic of continuous transformations in Cantor space. "Arch. Math. Log." 44(6): 783-799.
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Mints, G. & Zhang, T. (2005) A proof of topological completeness for S4 in (0, 1). "Ann. Pure Appl. Logic" 133(1-3): 231-245.
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Mints, G. (2013) Epsilon substitution for first- and second-order predicate logic. "Ann. Pure Appl. Logic" 164(6): 733-739.
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Mints, G. (2006) Cut
Elimination for a Simple Formulation of PAepsilon. "Electr. Notes Theor. Comput. Sci." 143: 159-169.
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Mints, G. (2008) Cut elimination for a simple formulation of epsilon calculus. "Ann. Pure Appl. Logic" 152(1-3): 148-160.
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Mints, G. (2010) Cut-free formulations for a quantified logic of here and there. "Ann. Pure Appl. Logic" 162(3): 237-242.
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Mints, G. (2006) S4 is
Topologically Complete for (0, 1): a Short Proof. "Logic Journal of the IGPL" 14(1): 63-71.
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Mints, G. (2012) Effective Cut-elimination for a Fragment of Modal mu-calculus. "Studia Logica" 100(1-2): 279-287.
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Kremer, Ph. & Mints, G. (2005) Dynamic topological logic. "Ann. Pure Appl. Logic" 131(1-3): 133-158.
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Mints, G. (2006) Cut Elimination for S4C: A Case Study. "Studia Logica" 82(1): 121-132.
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with a thesis entitled "Proof Transformations and Synthesis of Programs". He was a
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Mints was a very active member of the steering committee of the
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Stanford University Department of Philosophy faculty
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128:(June 7, 1939 – May 29, 2014) was a Russian
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62:(2014-05-29)
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387:2014 deaths
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376:Categories
303:References
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