Mathematical Aspects Of Natural And Formal Languages
eBook - PDF

Mathematical Aspects Of Natural And Formal Languages

  1. 500 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Mathematical Aspects Of Natural And Formal Languages

About this book

This book contains original reviews by well-known workers in the field of mathematical linguistics and formal language theory, written in honour of Professor Solomon Marcus on the occasion of his 70th birthday.Some of the papers deal with contextual grammars, a class of generative devices introduced by Marcus, motivated by descriptive linguistics. Others are devoted to grammar systems, a very modern branch of formal language theory. Automata theory and the algebraic approach to computer science are other well-represented areas. While the contributions are mathematically oriented, practical issues such as cryptography, grammatical inference and natural language processing are also discussed.

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Yes, you can access Mathematical Aspects Of Natural And Formal Languages by Gheorghe Paun in PDF and/or ePUB format, as well as other popular books in Computer Science & Computer Science General. We have over one million books available in our catalogue for you to explore.

Table of contents

  1. PREFACE
  2. CONTENTS
  3. Substitutions on Words and Languages;Applications to Cryptography
  4. Pocket Mathematics 1
  5. Feedback, Iteration, and Repetition1
  6. Grammar Systems:a Multi-Agent Framework for Natural Language Generation1
  7. Normal Forms for Contextual Grammars 1
  8. Control Mechanisms on #-Context-Free Array Grammars1
  9. Infinite Hierarchies of Some Types of Contextual Languages
  10. Lower Bounds on Systolic Array Computations and the Optimality of Kung's Convolution Algorithm
  11. On Contextual Grammars with Parallel Derivation
  12. On Transitive Cofinal Automata
  13. Algebraic Foundations for Montague Grammars1
  14. On the Defect Effect of Many Identities in Free Semigroups1
  15. Aperiodic Languages and Generalizations1
  16. A Mathematical Model of Personal Pronouns
  17. Foundations of a Mathematical Semiotics
  18. Marcus Contextual Grammars with Shuffled Contexts1
  19. Time-Varying Grammars and Referenced Automata
  20. Matrix Grammars versus Parallel Communicating Grammar Systems
  21. Contextual Grammars: The Strategy of Minimal Competence
  22. Computing Natural Language Presuppositions:A Partial Information Logic Based Approach
  23. Reducts versus Reducing Operators
  24. Marcus Contextual Grammars: Modularity and Leftmost Derivation1
  25. On Rough Mereological Constructibility: Anaphorically Constructible Many-Object Events
  26. Acyclic Structure Grammars and Reducing Operators
  27. Redundant Retreat Free Words 1
  28. On Conditional Grammars and Conditional Petri Nets
  29. Applied Semirings: Some Examples Related to Fuzzy Theory and Languages
  30. Grammars, Grammar Systems,and GSM Mappings with Valences