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Decidability of Logical Theories and Their Combination (Hardcover, 1st ed. 2020)
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Decidability of Logical Theories and Their Combination (Hardcover, 1st ed. 2020)
Series: Studies in Universal Logic
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This textbook provides a self-contained introduction to
decidability of first-order theories and their combination. The
technical material is presented in a systematic and universal way
and illustrated with plenty of examples and a range of proposed
exercises. After an overview of basic first-order logic concepts,
the authors discuss some model-theoretic notions like embeddings,
diagrams, and elementary substructures. The text then goes on to
explore an applicable way to deduce logical consequences from a
given theory and presents sufficient conditions for a theory to be
decidable. The chapters that follow focus on quantifier
elimination, decidability of the combination of first-order
theories and the basics of computability theory. The inclusion of a
chapter on Gentzen calculus, cut elimination, and Craig
interpolation, as well as a chapter on combination of theories and
preservation of decidability, help to set this volume apart from
similar books in the field. Decidability of Logical Theories and
their Combination is ideal for graduate students of Mathematics and
is equally suitable for Computer Science, Philosophy and Physics
students who are interested in gaining a deeper understanding of
the subject. The book is also directed to researchers that intend
to get acquainted with first-order theories and their combination.
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