•  53
    We Will Show Them: Essays in Honour of Dov Gabbay (edited book)
    with S. Artemov, H. Barringer, A. Garcez, and J. Woods
    College Publications. 2005.
    This book provides an invaluable overview of the reach of logic. It provides reference to some of the most important, well-established results in logic, while at the same time offering insight into the latest research issues in the area. It also has a balance of theory and practice, containing essays in the areas of modal logic, intuitionistic logic, logic and language, nonmonotonic logic and logic programming, temporal logic, logic and learning, combination of logics, practical reasoning, logic…Read more
  •  174
    A neural cognitive model of argumentation with application to legal inference and decision making
    with Artur S. D'Avila Garcez and Dov M. Gabbay
    Journal of Applied Logic 12 (2): 109-127. 2014.
    Formal models of argumentation have been investigated in several areas, from multi-agent systems and artificial intelligence (AI) to decision making, philosophy and law. In artificial intelligence, logic-based models have been the standard for the representation of argumentative reasoning. More recently, the standard logic-based models have been shown equivalent to standard connectionist models. This has created a new line of research where (i) neural networks can be used as a parallel computati…Read more
  •  83
    Neural-Symbolic Cognitive Reasoning
    with Artur S. D'Avila Garcez and Dov M. Gabbay
    Springer. 2009.
    This book explores why, regarding practical reasoning, humans are sometimes still faster than artificial intelligence systems. It is the first to offer a self-contained presentation of neural network models for many computer science logics.
  •  66
    Labelled Natural Deduction for Conditional Logics of Normality
    with Krysia Broda, Dov Gabbay, and Alessandra Russo
    Logic Journal of the IGPL 10 (2): 123-163. 2002.
    We propose a family of Labelled Deductive Conditional Logic systems by defining a Labelled Deductive formalisation for the propositional conditional logics of normality proposed by Boutilier and Lamarre. By making use of the Compilation approach to Labelled Deductive Systems we define natural deduction rules for conditional logics and prove that our formalisation is a generalisation of the conditional logics of normality.