Studia Logica, Volume 89

Volume 89, Number 1, June 2008

• Wojciech Buszkowski, Ewa Palka:
  Infinitary Action Logic: Complexity, Models and Grammars. 1-18
  
• Radomír Halas:
  The Variety of Lattice Effect Algebras Generated by MV-algebras and the Horizontal Sum of Two 3-element Chains. 19-35
  
• Holger Rosencrantz:
  Properties of Goal Systems: Consistency, Conflict, and Coherence. 37-58
  
• Jesse Hughes, Lambèr M. M. Royakkers:
  Don't Ever Do That! Long-term Duties in PD _e L. 59-79
  
• Brian Hill:
  Towards a "Sophisticated" Model of Belief Dynamics. Part I: The General Framework. 81-109
  
• Antonio di Nola, George Georgescu, Luca Spada:
  Forcing in Lukasiewicz Predicate Logic. 111-145
  
• Heinrich Wansing, Yaroslav Shramko:
  Erratum to Suszko's Thesis, Inferential Many-valuedness, and the Notion of a Logical System Studia Logica , 88: 405-429, 2008. 147
  
• Jeffrey Helzner:
  Vincent F. Hendricks and Pelle G. Hansen, Game Theory: 5 Questions. 149-150
  

Volume 89, Number 2, July 2008

• Leon Horsten, Igor Douven:
  Formal Methods in the Philosophy of Science. 151-162
  
• Hajnal Andréka, Judit X. Madarász, István Németi, Gergely Székely:
  Axiomatizing Relativistic Dynamics without Conservation Postulates. 163-186
  
• Alexandru Baltag, Sonja Smets:
  A Dynamic-Logical Perspective on Quantum Behavior. 187-211
  
• Otávio A. S. Bueno:
  Structural Realism, Scientific Change, and Partial Structures. 213-235
  
• Simon M. Huttegger, Brian Skyrms:
  Emergence of Information Transfer by Inductive Learning. 237-256
  
• Gerhard Schurz, Hannes Leitgeb:
  Finitistic and Frequentistic Approximation of Probability Measures with or without sigma-Additivity. 257-283
  
• John Symons:
  Book Reviews. 285-289
  

Volume 89, Number 3, August 2008

• Brian Hill:
  Towards a "Sophisticated" Model of Belief Dynamics. Part II: Belief Revision. 291-323
  
• Tarek Sayed Ahmed:
  On Complete Representations of Reducts of Polyadic Algebras. 325-332
  
• Jeanne Peijnenburg, David Atkinson:
  Probabilistic Justification and the Regress Problem. 333-341
  
• Thomas Studer:
  On the Proof Theory of the Modal mu-Calculus. 343-363
  
• Dorota Leszczynska-Jasion:
  The Method of Socratic Proofs for Modal Propositional Logics: K5, S4.2, S4.3, S4F, S4R, S4M and G. 365-399
  
• Matthew Spinks, Robert Veroff:
  Constructive Logic with Strong Negation is a Substructural Logic. II. 401-425
  
• Albert J. J. Anglberger:
  Dynamic Deontic Logic and its Paradoxes. 427-435
  
• Choh Man Teng:
  Book Reviews. 437-439
  
• Andreas Herzig:
  Book Reviews. 441-445