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Fundamentals of Computation Theory

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Cover of 'Fundamentals of Computation Theory'

Table of Contents

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    Book Overview
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    Chapter 1 Rewriting, möbius functions and semi-commutations
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    Chapter 2 Simulations between different models of parallel computers
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    Chapter 3 Dense and disjunctive properties of languages
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    Chapter 4 The hierarchy of codes
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    Chapter 5 Five facets of hyperedge replacement beyond context-freeness
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    Chapter 6 An action structure for synchronous π-calculus
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    Chapter 7 AC 0 circuit complexity
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    Chapter 8 Pattern languages: Problems of decidability and generation
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    Chapter 9 General solution of mirror equation
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    Chapter 10 Decidability of equivalence for linear letter to letter top-down tree transducers
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    Chapter 11 Translations between flowchart schemes and process graphs
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    Chapter 12 Local equational logic
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    Chapter 13 Liveness of weighted circuits and the diophantine problem of Frobenius
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    Chapter 14 Context-free graph grammars: Separating vertex replacement from hyperedge replacement
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    Chapter 15 Formal languages consisting of primitive words
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    Chapter 16 Undecidability of the surjectivity problem for 2D cellular automata: A simplified proof
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    Chapter 17 Efficient interpretation of state charts
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    Chapter 18 Implementation of a universal unification algorithm for macro tree transducers
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    Chapter 19 Finding maximum convex polygons
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    Chapter 20 Approximations with axis-aligned rectangles (extended abstract)
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    Chapter 21 Vector sequence analysis and full weak safety for concurrent systems
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    Chapter 22 Does transitivity help? On the complexity of poset properties
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    Chapter 23 Generalized topological sorting in linear time
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    Chapter 24 Easily checked self-reducibility
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    Chapter 25 On the complexities of linear LL(1) and LR(1) grammars
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    Chapter 26 On the relation between firing sequences and processes of Petri nets
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    Chapter 27 Maximum covering with D cliques
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    Chapter 28 Monotonically labelled ordered trees and multidimensional binary trees
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    Chapter 29 A maximum path length pumping lemma for edge-replacement languages
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    Chapter 30 Regular approximations to shuffle products of context-free languages, and convergence of their generating functions
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    Chapter 31 The equational theory of a Boolean monad
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    Chapter 32 Non erasing Taring machines: a frontier between a decidable halting problem and Universality
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    Chapter 33 On scattered syntactic monoids
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    Chapter 34 Regular tree languages without unary symbols are star-free
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    Chapter 35 One-way cellular automata on cayley graphs
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    Chapter 36 ON tree pattern unification problems
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    Chapter 37 Structural Equivalence and ETOL grammars
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    Chapter 38 A hierarchy of deterministic top-down tree transformations
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    Chapter 39 Synthesis of O (lg n ) testable trees
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    Chapter 40 On the learnability of a restricted predicate formulae
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Title
Fundamentals of Computation Theory
Published by
Springer Berlin Heidelberg, January 2006
DOI 10.1007/3-540-57163-9
ISBNs
978-3-54-057163-6, 978-3-54-047923-9
Editors

Ésik, Zoltán

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