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The Theory of Evolution and Dynamical Systems

The Theory of Evolution and Dynamical Systems

The Theory of Evolution and Dynamical Systems
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The Theory of Evolution and Dynamical Systems

by Hofbauer, Josef & Sigmund, Karl

  • Used
  • Fine
  • Paperback
  • first
Condition
Fine
ISBN 10
0521358388
ISBN 13
9780521358385
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Seller rating:
This seller has earned a 5 of 5 Stars rating from Biblio customers.
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About This Item

Cambridge, U.K.: Cambridge University Press, 1988. Comprehensive highly acclaimed text presents an introduction to dynamical systems and its applications to evolutionary game theory, mathematical ecology, and population genetics. Topics covered include the Hardy-Weinberg law, the Lotka-Volterra equations for ecological models, genetic evolution, aspects of sociobiology, game dynamics, evolutionary dynamics, and mutation and recombination. 341 pgs. Illustrated. Minimal shelfwear.. First English Edition. Soft Cover. Fine. 8vo - over 7¾" - 9¾" tall.

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Details

Bookseller
GlobalAcademics US (US)
Bookseller's Inventory #
MA-80
Title
The Theory of Evolution and Dynamical Systems
Author
Hofbauer, Josef & Sigmund, Karl
Format/Binding
Paperback
Book Condition
Used - Fine
Edition
First English Edition
ISBN 10
0521358388
ISBN 13
9780521358385
Publisher
Cambridge University Press
Place of Publication
Cambridge, U.K.
Date Published
1988
Keywords
Mathematics, Physics, Biology, Engineering, Sociobiology, Genetics, Ecology, Game Theory, Demographics, Statistics, DNA, Recombination, Medicine, Science, Technology
Bookseller catalogs
Mathematics;
Size
8vo

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About the Seller

GlobalAcademics

Seller rating:
This seller has earned a 5 of 5 Stars rating from Biblio customers.
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Hygiene, Colorado

About GlobalAcademics

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Glossary

Some terminology that may be used in this description includes:

Fine
A book in fine condition exhibits no flaws. A fine condition book closely approaches As New condition, but may lack the...
Shelfwear
Minor wear resulting from a book being place on, and taken from a bookshelf, especially along the bottom edge.

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