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Structures in Logic and Computer Science

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Cover of 'Structures in Logic and Computer Science'

Table of Contents

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    Book Overview
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    Chapter 1 On the work of Andrzej Ehrenfeucht in model theory
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    Chapter 2 Syntax vs. semantics on finite structures
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    Chapter 3 Expressive power of unary counters
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    Chapter 4 Some strange quantifiers
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    Chapter 5 Pebble games in model theory
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    Chapter 6 An interpretive isomorphism between binary and ternary relations
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    Chapter 7 Vagueness — A rough set view
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    Chapter 8 Ehrenfeucht games, the composition method, and the monadic theory of ordinal words
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    Chapter 9 Monadic second order logic and node relations on graphs and trees
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    Chapter 10 Approximating the volume of general Pfaffian bodies
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    Chapter 11 Complement-equivalence classes on graphs
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    Chapter 12 On compact directed acyclic word graphs
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    Chapter 13 Metric entropy and minimax risk in classification
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    Chapter 14 Of periods, quasiperiods, repetitions and covers
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    Chapter 15 Combinatorics of standard Sturmian words
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    Chapter 16 Compactness of systems of equations on completely regular semigroups
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    Chapter 17 Decision problems concerning algebraic series with noncommuting variables
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    Chapter 18 Associative shuffle of infinite words
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    Chapter 19 Constructing sequential bijections
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    Chapter 20 Rewriting rules for synchronization languages
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    Chapter 21 DNA sequence classification using DAWGs
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    Chapter 22 DNA computing: Distributed splicing systems
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