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Fundamentals of Computation Theory

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Table of Contents

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    Book Overview
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    Chapter 1 Randomized complexity of linear arrangements and polyhedra?
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    Chapter 2 Tile transition systems as structured coalgebras?
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    Chapter 3 Caesar and DNA — views on cryptology
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    Chapter 4 Automata and their interaction: Definitional suggestions
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    Chapter 5 Axiomatising asynchronous process calculi
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    Chapter 6 A polynomial time approximation scheme for dense MupIN 2 S{upAT}
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    Chapter 7 Decidable classes of the verification problem in a timed predicate logic
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    Chapter 8 Interpretations of extensible objects and types
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    Chapter 9 Restrictive acceptance suffices for equivalence problems
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    Chapter 10 Grammar systems as language analyzers and recursively enumerable languages
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    Chapter 11 An interpretation of extensible objects
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    Chapter 12 Modeling operating systems schedulers with multi-stack-queue grammars
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    Chapter 13 Iterative arrays with a wee bit alternation
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    Chapter 14 Secret sharing schemes with detection of cheaters for a general access structure
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    Chapter 15 Constructive notes on uniform and locally convex spaces
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    Chapter 16 Graph automorphisms with maximal projection distances
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    Chapter 17 Kleene theorems for event-clock automata
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    Chapter 18 Strong iteration lemmata for regular, linear, context-free, and linear indexed languages
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    Chapter 19 Exponential output size of top-down tree transducers
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    Chapter 20 On recognizable languages in divisibility monoids
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    Chapter 21 Expressiveness of point-to-point versus broadcast communications
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    Chapter 22 On relative loss bounds in generalized linear regression
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    Chapter 23 Generalized P-systems
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    Chapter 24 Optimal, distributed decision-making: The case of no communication
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    Chapter 25 Generalized PCP is decidable for marked morphisms
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    Chapter 26 On time-constructible functions in one-dimensional cellular automata
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    Chapter 27 Dichotomy theorem for the generalized unique satisfiability problem
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    Chapter 28 A general categorical connection between local event structures and local traces
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    Chapter 29 Correct translation of mutually recursive function systems into TOL collage grammars
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    Chapter 30 Synchronized product of linear bounded machines
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    Chapter 31 On maximal repetitions in words
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    Chapter 32 Axiomatization of the coherence property for categories of symmetries
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    Chapter 33 Sewing grammars
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    Chapter 34 State and transition complexity of Watson-Crick finite automata
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    Chapter 35 A confluence result for a typed λ-calculus of exception handling with fixed-point
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    Chapter 36 δ -Uniformly decidable sets and turing machines
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    Chapter 37 A parallel context-free derivation hierarchy
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    Chapter 38 Generalized synchronization languages
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    Chapter 39 A generalization of Dijkstra’s calculus to typed program specifications
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    Chapter 40 Homomorphisms and concurrent term rewriting
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    Chapter 41 On two-sided infinite fixed points of morphisms
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    Chapter 42 Tiling multi-dimensional arrays
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    Chapter 43 Modeling interaction by sheaves and geometric logic
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    Chapter 44 The operators minCh and maxCh on the polynomial hierarchy
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    Chapter 45 The Kolmogorov complexity of real numbers
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    Chapter 46 A partial order method for the verification of time Petri nets
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    Chapter 47 Deriving formulas for domination numbers of fasciagraphs and rotagraphs
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Title
Fundamentals of Computation Theory
Published by
Springer Berlin Heidelberg, August 1999
DOI 10.1007/3-540-48321-7
ISBNs
978-3-54-066412-3, 978-3-54-048321-2
Editors

Ciobanu, Gabriel, Păun, Gheorghe