Computer Science Logic

Egon Börger ist Professor für Informatik an der Universität Pisa (Italien) und Alexander-von-Humboldt-Forschungspreisträger.

The expressive power of transitive closure and 2-way multihead automata.- Correctness proof for the WAM with types.- Model checking of persistent Petri nets.- Provability in TBLL: A decision procedure.- How to implement first order formulas in local memory machine models.- A new approach to abstract data types II computation on ADTs as ordinary computation.- A primitive recursive set theory and AFA: On the logical complexity of the largest bisimulation.- On bounded theories.- The cutting plane proof system with bounded degree of falsity.- Denotational versus declarative semantics for functional programming.- On transitive closure logic.- Some aspects of the probabilistic behavior of variants of resolution.- Safe queries in relational databases with functions.- Logical inference and polyhedral projection.- Stable logic.- A transformational methodology for proving termination of logic programs.- Plausibility logic.- Towards Kleene Algebra with recursion.- Equational specification of abstract types and combinators.- Normal forms in infinite-valued logic: The case of one variable.- A fragment of first order logic adequate for observation equivalence.- Ordinal processes in comparative concurrency semantics.- Logical semantics of modularisation.- A cut-elimination procedure designed for evaluating proofs as programs.- Minimal from classical proofs.- Quantifier hierarchies over word relations.- Complexity results for the default- and the autoepistemic logic.- On Completeness for NP via projection translations.- Control of ?-automata, Church's problem, and the emptiness problem for tree ?-automata.- Comparing the theory of representations and constructive mathematics.- Infinitary queries and their asymptotic probabilities I: Properties definable in transitive closure logic.-On completeness of program synthesis systems.- Proving termination for term rewriting systems.