S. S. Kutateladze

  1. Leibnizian, Robinsonian, and Boolean Valued Monads.

    Authors: S. S. Kutateladze
    Subjects: Logic
    Abstract

    This is an overview of the present-day versions of monadology with some
    applications to vector lattices and linear inequalities.

  2. Boolean Models and Simultaneous Inequalities.

    Authors: S. S. Kutateladze
    Subjects: Functional Analysis
    Abstract

    Boolean models are applied to deriving operator versions of the classical
    Farkas Lemma in the theory of simultaneous linear inequalities.

  3. Boolean Models and Simultaneous Inequalities.

    Authors: S. S. Kutateladze
    Subjects: Functional Analysis
    Abstract

    Boolean models are applied to deriving operator versions of the classical
    Farkas Lemma in the theory of simultaneous linear inequalities.

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