George Metcalfe: Difference between revisions

From ERCIM Working Group on Many-Valued Logics
No edit summary
No edit summary
 
(One intermediate revision by the same user not shown)
Line 1: Line 1:
===Affiliation===
===Affiliation===
Institute of Computer Science

Mathematical Institute
Mathematical Institute


Line 11: Line 9:
<ul>
<ul>
<li>Proof Theory for Fuzzy Logics (with N. Olivetti and D. Gabbay).
<li>Proof Theory for Fuzzy Logics (with N. Olivetti and D. Gabbay).
Springer Series in Applied Logic Vol. 36 (284 pages), 2008.</li>
<em>Springer Series in Applied Logic</em> Vol. 36 (284 pages), 2008.</li>


<li>Giles's Game and Proof Theory for Lukasiewicz Logic (with C. G. Fermüller).Studia Logica, 92(1) (2009), 27-61.</li>
<li>Giles's Game and Proof Theory for Lukasiewicz Logic (with C. G. Fermüller). <em>Studia Logica</em>, 92(1) (2009), 27-61.</li>


<li>Fuzzy Logics Based on [0,1)-Continuous Uninorms (with D. Gabbay).
<li>Fuzzy Logics Based on [0,1)-Continuous Uninorms (with D. Gabbay).
Archive for Mathematical Logic 46(6) (2007), 425-449.</li>
<em>Archive for Mathematical Logic</em> 46(6) (2007), 425-449.</li>


<li>Substructural Fuzzy Logics (with F. Montagna). Journal of Symbolic Logic 72(3) (2007), 834-864.</li>
<li>Substructural Fuzzy Logics (with F. Montagna). <em>Journal of Symbolic Logic</em> 72(3) (2007), 834-864.</li>


<li>Sequent and Hypersequent Calculi for Abelian and Lukasiewicz Logics (with N. Olivetti and D. Gabbay). ACM Transactions on Computational Logic 6(3) (2005), 578-613.</li>
<li>Sequent and Hypersequent Calculi for Abelian and Lukasiewicz Logics (with N. Olivetti and D. Gabbay). <em>ACM Transactions on Computational Logic</em> 6(3) (2005), 578-613.</li>
</ul>
</ul>

Latest revision as of 14:22, 20 March 2018

Affiliation

Mathematical Institute

University of Bern

Personal webpage

Selected publications

  • Proof Theory for Fuzzy Logics (with N. Olivetti and D. Gabbay). Springer Series in Applied Logic Vol. 36 (284 pages), 2008.
  • Giles's Game and Proof Theory for Lukasiewicz Logic (with C. G. Fermüller). Studia Logica, 92(1) (2009), 27-61.
  • Fuzzy Logics Based on [0,1)-Continuous Uninorms (with D. Gabbay). Archive for Mathematical Logic 46(6) (2007), 425-449.
  • Substructural Fuzzy Logics (with F. Montagna). Journal of Symbolic Logic 72(3) (2007), 834-864.
  • Sequent and Hypersequent Calculi for Abelian and Lukasiewicz Logics (with N. Olivetti and D. Gabbay). ACM Transactions on Computational Logic 6(3) (2005), 578-613.