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Kojima, Ken-ichi

Mathematical Topics in Population Genetics

Mathematical Topics in Population Genetics

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Berlin; New York: Springer-Verlag;. Octavo in green cloth; illus.; 400 pp., 24 cm. Fine copy in very good(+) dust jacket; Dr. Glaser's personal library spine library to spine tail which we will not remove to prevent damage to spine tail; DJ is lightly edge worn moreso to top edges and spine head; jacket is very light shelf worn; o/w jacket is clean; cloth is clean and free of fraying; pages are clean, crisp, bright and free of marks and creases; edges of leaves are clean; binding is tight and square; a gently used copy. in very good + dust-jacket. Hardcover.

In English. Association copy from the library of Nobel laureate Dr. Donald A. Glaser, inventor of the bubble chamber; "D. A. Glaser December 1970" written in red ink to ffep also with his UC Berkeley dept. label below signed name; search keyword DGLSR for more collectible titles from the Glaser library; Series: Biomathematics Volume 1; Contents: Random drift and the shifting balance theory of evolution /; S. Wright; 1 --; Changes in mean fitness under natural selection /; J.R.G. Turner; 32 --; Models and analyses of dispersal patterns /; R.H. Richardson; 79 --; Avoidance and rate of inbreeding /; C.C. Cockerham; 104 --; Genetic loads and the cost of natural selection /; J.F. Crow; 128 --; Stochastic processes in population genetics, with special reference to distribution of gene frequencies and probability of gene fixation /; M. Kimura; 178 --; Theory of limits to selection with line crossing /; W.G. Hill; 210 --; A theory of limits in artificial selection with many linked loci /; A. Robertson; 246 --; The evolution of dominance /; J.A. Sved and O. Mayo; 289 --; Survival of mutant genes as a branching process /; H.E. Schaffer; 317 --; The incomplete binomial distribution /; C.C. Li; 337 --; Evolutionary significance of linkage and epistasis /; K. Kojima and R.C. Lewontin; 367 --; Fitness and optimization /; R. Levins; 389. Population genetics -- Mathematical models. Genetics, Population. Mathematics. Models, Biological.

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