Bibliographic Information

Mathematical foundations of computer science : 3rd symposium at Jadwisin near Warsaw, June 17-22, 1974

edited by A. Blikle

(Lecture notes in computer science, 28)

Springer-Verlag, 1975

  • : gw
  • : us

Available at  / 52 libraries

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Note

"Organized by the Computation Center of the Polish Academy of Sciences and sponsored by the International Mathematical Stefan Banach Center in Warsaw."

Includes bibliographies

Description and Table of Contents

Table of Contents

Sequential functions and generalized Moore and Mealy automata.- Mathematical methods of the theory of stochastic automata.- On the quasi-controllability of automata.- Models for analysis of races in sequential networks.- Factorizations, congruences, and the decomposition of automata and systems.- On the periodic sum and extensions of finite automata.- Finite branching automata: automata theory motivated by problem solving.- On configurations in cellular automata.- Finite automata acceptation of infinite sequences.- R-fuzzy automata with a time-variant structure.- Functions computable in the limit by probabilistic machines.- Some properties of limit recursive functions.- On some approximation problems of continuous computation.- Set-theoretic properties of programs in stored program computers.- Classification of programs of a SPC.- The algebraic approach to the theory of computing systems.- Continuous simple Z-machines, Z-computable functions and sets of functions of n real variables.- An approach to correctness proofs of semicoroutines.- Towards an understanding of complex processes.- Simulation.- Concurrent programs.- Ultralinear expressions.- A family of algebraic systems related to the theory of equations on free monoids.- Stretching by probabilistic tree automata and Santos grammars.- Top down versus bottom up syntax analysis revised.- Substring languages.- Defining languages by Mazurkiewicz aigorithms.- Complexity and normal forms of context-free languages.- The axiomatization problem of a theory of linear languages.- A lattice-theoretical approach to problem-solving.- On the equivalence of planar grammars and parallel picture processing algorithms.- Combinatorial aspects of information storage and retrieval.- Modular approach to the logical theory of programs.- Proving programs by sets of computations.- Bases of paths in correctness proofs.- Algebraic models I.- Structured programmability of iterative algorithms.- On equivalence of programs.- Mathematical model of programs with dynamic allocation of variables.- Mathematical foundations of motivation languages and synthesis maps.- The semantics of semantic equations.- ?+ -valued algorithmic logic as a tool to investigate procedures.- Call-by-value versus call-by-name: A proof-theoretic comparison.- Procedures, formal computations and models.

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