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Automata, Languages and Programming

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Table of Contents

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    Book Overview
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    Chapter 103 Communication complexity of PRAMs
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    Chapter 104 Average case complexity analysis of the RETE multi-pattern match algorithm
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    Chapter 105 Problems easy for tree-decomposable graphs extended abstract
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    Chapter 106 Serializability in distributed systems with handshaking
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    Chapter 107 Algorithms for planar geometric models
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    Chapter 108 Nonuniform learnability
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    Chapter 109 Zeta functions of recognizable languages
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    Chapter 110 Dynamic programming on graphs with bounded treewidth
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    Chapter 111 Efficient simulations of simple models of parallel computation by time-bounded ATM's and space-bounded TM's
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    Chapter 112 Optimal slope selection
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    Chapter 113 Approximation of a trace, asynchronous automata and the ordering of events in a distributed system
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    Chapter 114 New techniques for proving the decidability of equivalence problems
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    Chapter 115 Transitive orientations, möbius functions, and complete semi-thue systems for free partially commutative monoids
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    Chapter 116 The complexity of matrix transposition on one-tape off-line turing machines with output tape
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    Chapter 117 Geometric structures in computational geometry
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    Chapter 118 Arrangements of curves in the plane — topology, combinatorics, and algorithms
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    Chapter 119 Reset sequences for finite automata with application to design of parts orienters
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    Chapter 120 Random allocations and probabilistic languages
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    Chapter 121 Systolic architectures, systems and computations
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    Chapter 122 New developments in structural complexity theory
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    Chapter 123 Operational semantics of OBJ-3
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    Chapter 124 Do we really need to balance patricia tries?
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    Chapter 125 Contractions in comparing concurrency semantics
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    Chapter 126 A complexity theory of efficient parallel algorithms
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    Chapter 127 On the learnability of DNF formulae
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    Chapter 128 Efficient algorithms on context-free graph languages
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    Chapter 129 Efficient analysis of graph properties on context-free graph languages
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    Chapter 130 A polynomial-time algorithm for subgraph isomorphism of two-connected series-parallel graphs
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    Chapter 131 Constructive Hopf's theorem: Or how to untangle closed planar curves
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    Chapter 132 Maximal dense intervals of grammar forms
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    Chapter 133 Computations, residuals, and the power of indeterminacy
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    Chapter 134 Nested annealing: A provable improvement to simulated annealing
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    Chapter 135 Nonlinear pattern matching in trees
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    Chapter 136 Invertibility of linear finite automata over a ring
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    Chapter 137 Moving discs between polygons
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    Chapter 138 Optimal circuits and transitive automorphism groups
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    Chapter 139 A Kleene-presburgerian approach to linear production systems
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    Chapter 140 On minimum flow and transitive reduction
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    Chapter 141 La Reconnaissance Des Facteurs D'un Langage Fini Dans Un Texte En Temps Lineaire - Resume -
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    Chapter 142 Regular languages defined with generalized quantifiers
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    Chapter 143 A dynamic data structure for planar graph embedding
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    Chapter 144 Separating polynomial-time turing and truth-table reductions by tally sets
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    Chapter 145 Assertional verification of a timer based protocol
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    Chapter 146 Type inference with partial types
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    Chapter 147 Some behavioural aspects of net theory
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    Chapter 148 The equivalence of dgsm replications on Q-rational languages is decidable
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    Chapter 149 Pfaffian orientations, 0/1 permanents, and even cycles in directed graphs
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    Chapter 150 On restricting the access to an NP-oracle
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    Chapter 151 On ≤ 1−tt p -sparseness and nondeterministic complexity classes
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    Chapter 152 Semantics for logic programs without occur check
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    Chapter 153 Outer narrowing for equational theories based on constructors
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Title
Automata, Languages and Programming
Published by
Springer Science & Business Media, June 1988
DOI 10.1007/3-540-19488-6
ISBNs
978-3-54-019488-0, 978-3-54-039291-0
Editors

Lepistö, Timo, Salomaa, Arto