Knihobot

Jacob T. Schwartz

    Computational Logic and Set Theory
    A Design for Optimizations of the Bitvectoring Class. By J.T. Schwartz and M. Sharir
    Identification of Partially Obscured Objects in two Dimensions by Matching of Noisy 'characteristic Curves, '
    On Recognition of 3-D Objects From 2-D Images
    Information, systems, and psychoanalysis
    Lectures on the Mathematical Method in Analytical Economics. --
    • In this pioneering work, Schwartz and Sharir present a groundbreaking approach to the problem of object recognition in real-world situations. Drawing on insights from computational geometry, their algorithms are able to identify partially obscured objects with a high degree of accuracy. This book is essential reading for anyone interested in the science of perception and pattern recognition.

      Identification of Partially Obscured Objects in two Dimensions by Matching of Noisy 'characteristic Curves, '
    • Culturally significant, this work has been preserved from its original artifact to maintain authenticity. It includes original copyright references and library stamps, reflecting its historical importance and the scholarly efforts to keep it intact. The reproduction aims to provide a true representation of the original text, offering readers insight into the knowledge base of civilization.

      A Design for Optimizations of the Bitvectoring Class. By J.T. Schwartz and M. Sharir
    • Computational Logic and Set Theory

      Applying Formalized Logic to Analysis

      • 436 stránek
      • 16 hodin čtení

      Focusing on the groundbreaking contributions of Professor Jacob T. Schwartz, this text explores computational logic and set theory through the lens of proof verification techniques. It introduces the ÆtnaNova system, a prototype for verifying mathematical proofs in set theory. Key topics include leveraging first-order theories for reasoning in computer science and mathematics, automated proof verification for large software systems, and critical proof-engineering issues. An appendix provides formalized proofs of ordinals, transitive closure properties, induction principles, and Zorn's lemma.

      Computational Logic and Set Theory