Free Mathematical Logic, Set Theory, Model Theory, Computability Books & Tutorials. Read online or download these free Mathematical Logic, Set Theory, Model Theory, Computability eBooks, lecture notes & tutorials.
One of the most fascinating and crucial areas of theoretical computer science presently includes research on the difficulty of Boolean functions in non-uniform processing models. It directly relates to issues with real-world computer-aided design of digital circuits. ...
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The Foundations of Game Theory and Decision Making Logic The present collection provides a vibrant and comprehensive overview of a fascinating and quickly developing field, and theory is a key venue for presenting research at the confluence of logic,...
This mathematical "background" book demonstrates how to complete the mathematical intricacies of the main course topics. These proofs are technically infallible and entirely rigorous in the sense of contemporary mathematics.
This free programming book introduces fuzzy logic's potential for use in the creation of cutting-edge technologies.
These queries are addressed in this tiny book: Logic programming: What is it? Why is logic programming difficult with negation? Who or what cuts? How should I approach logic puzzles? How does logic programming work? ...
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Model theory is a subfield of mathematical logic that has found use in a variety of algebraic and geometric contexts.
This free programming book offers an accessible introduction to category theory for computer scientists as well as useful examples in the context of programming language design. In "Categories, Types and Frameworks," the mathematical structures that have supported language design...
This free programming book provides the fundamentals of this theory and illustrates how existing theorems in algebraic topology may be restated and generalized in the theory's new language utilizing the weak Kan complexes language proposed by Boardman and Vogt....
A textbook for a "transitions" course is called A Gentle Introduction to the Art of Mathematics (GIAM). The Calculus sequence is often followed by the course of a transition (sometimes referred to as a "foundations" or "intro to proofs")...
This book offers a thorough, up-to-date description of the mathematical techniques and instruments required for the semantic analysis of logic programs, covering the authors' own cutting-edge research findings.