Studies in Universal Logic


This series is devoted to the universal approach to logic and the development of a general theory of logics. It covers topics such as global set-ups for fundamental theorems of logic and frameworks for the study of logics, in particular logical matrices, Kripke structures, combination of logics, categorical logic, abstract proof theory, consequence operators, and algebraic logic. It includes also books with historical and philosophical discussions about the nature and scope of logic. Three types of books will appear in the series: graduate textbooks, research monographs, and volumes with contributed papers.

Edited by

  • Jean-Yves Béziau (Federal University of Rio de Janeiro, Brazil)

In association with

  • Hajnal Andréka (Hungarian Academy of Sciences, Budapest, Hungary)
  • Mark Burgin (University of California, Los Angeles, USA)
  • Razvan Diaconescu (Romanian Academy, Bucharest, Romania)
  • Josep Maria Font (University of Barcelona, Spain)
  • Andreas Herzig (Centre National de la Recherche Scientifique, Toulouse, France)
  • Arnold Koslow (City University of New York, USA)
  • Jui-Lin Lee (National Formosa University, Huwei Township, Taiwan)
  • Larissa Maksimova (Russian Academy of Sciences, Novosibirsk, Russia)
  • Grzegorz Malinowski (University of Lodz, Poland)
  • Darko Sarenac (Colorado State University, Fort Collins, USA)
  • Peter Schröder-Heister (University Tübingen, Germany)
  • Vladimir Vasyukov (Russian Academy of Sciences, Moscow, Russia)