266
WILLIAM STREIFER
(Xerox PARC) and Mr Orin Q . Flint (University of Rochester) who both
carefully read the manuscript and detected many errors. Mr Flint also
kindly provided Figs 7,s and 9. Ms Malinda Larry typed the manuscript,
for which I am grateful. Of course the errors, omissions, and opinions
expressed in the paper are my own.
REFERENCES
Anderson, B. G., Lumer, H. and Zupancic, L. J. Jr. (1937). Biol. Bull. 73,444-463.
Growth and variability in Daphnia pulex.
Anderson, W. W. and King, C. E. (1970). Proc. natn. A d . Sci. U.S.A. 66,
780-786. Age-specific selection.
Andrewartha, H. G. and Birch, L. C. (1954). “The Distribution and Abundance
of Animals”. 782 pp. Univ. of Chicago Press, Chicago, U.S.A.
Armstrong, J. T. (1959). “The Dynamics of Dqvhnia pdex Populations and of
Dugeaia tigrina Populations as Modified by Immigration”. Ph.D. Thesis,
Univ. of Michigan. ix + 93 pp.
Armstrong, J. T. (1964). Ecology 45, 361-365. The population dynamics of the
planarian Dugesia tigrina.
Austin, A. 1;. and Brewer, J. W. (1970). IEEE Spectrum 7, 43-54. World population growth and related technical problems.
Bailey, N. T. J. (1968). Biometrika 55, 189-198. Stochastic birth, death and
migration processes for spatially distributed populations.
Bailey, V. A. (1931). Q. JZ Math. 2, 68-77. The interaction between hosts and
paraaites.
Bell, G. I. and Anderson, E. C. (1967). Biophys. J. 7, 329-351. Cell Growth and
Division. I. A mathematical model with applications to cell volume distributions in mammalian suspension cultures.
Bella, I. E. (1971). Poreet. Sci. 17, 364-372. A new competition model for
trees.
Beyer, W. A. (1970). Math. Bwsci. 6, 431-436. Solution to a mathematical model
of cell growth, division and death.
Bosch, C. A. (1971). Science (Washington) 172, 345-349. Redwoods: A population
model.
Brennan, R. D., DeWit, C. T., Williams, W. A. and Quattrin, E. V. (1970).
Oecologia 4, 113-132. The utility of a digital simulation language for ecological
modeling.
Bustard, H. R. and Tognetti, K. P. (1969). Science (Washington) 163, 939-941.
Green Sea Turtles: A discrete simulation of density-dependent population
regulation.
Chabora, P. C. and Pimentel, D. (1970). Ann. ent. SOC. Am. 63,479-486. Patterns
of evolution in parasite-host systems.
Coulman, C . A., Reice, S. R. and Tummala, R. L. (1972). Science 175, 518-521.
Population modeling: systems approach.
Craig, G. Y. and Oertel, G. (1966). Q. Jl geol. Roc. Lond. 122, 315-355. Deterministic models of living and fossil populations of animals.
WILLIAM STREIFER
(Xerox PARC) and Mr Orin Q . Flint (University of Rochester) who both
carefully read the manuscript and detected many errors. Mr Flint also
kindly provided Figs 7,s and 9. Ms Malinda Larry typed the manuscript,
for which I am grateful. Of course the errors, omissions, and opinions
expressed in the paper are my own.
REFERENCES
Anderson, B. G., Lumer, H. and Zupancic, L. J. Jr. (1937). Biol. Bull. 73,444-463.
Growth and variability in Daphnia pulex.
Anderson, W. W. and King, C. E. (1970). Proc. natn. A d . Sci. U.S.A. 66,
780-786. Age-specific selection.
Andrewartha, H. G. and Birch, L. C. (1954). “The Distribution and Abundance
of Animals”. 782 pp. Univ. of Chicago Press, Chicago, U.S.A.
Armstrong, J. T. (1959). “The Dynamics of Dqvhnia pdex Populations and of
Dugeaia tigrina Populations as Modified by Immigration”. Ph.D. Thesis,
Univ. of Michigan. ix + 93 pp.
Armstrong, J. T. (1964). Ecology 45, 361-365. The population dynamics of the
planarian Dugesia tigrina.
Austin, A. 1;. and Brewer, J. W. (1970). IEEE Spectrum 7, 43-54. World population growth and related technical problems.
Bailey, N. T. J. (1968). Biometrika 55, 189-198. Stochastic birth, death and
migration processes for spatially distributed populations.
Bailey, V. A. (1931). Q. JZ Math. 2, 68-77. The interaction between hosts and
paraaites.
Bell, G. I. and Anderson, E. C. (1967). Biophys. J. 7, 329-351. Cell Growth and
Division. I. A mathematical model with applications to cell volume distributions in mammalian suspension cultures.
Bella, I. E. (1971). Poreet. Sci. 17, 364-372. A new competition model for
trees.
Beyer, W. A. (1970). Math. Bwsci. 6, 431-436. Solution to a mathematical model
of cell growth, division and death.
Bosch, C. A. (1971). Science (Washington) 172, 345-349. Redwoods: A population
model.
Brennan, R. D., DeWit, C. T., Williams, W. A. and Quattrin, E. V. (1970).
Oecologia 4, 113-132. The utility of a digital simulation language for ecological
modeling.
Bustard, H. R. and Tognetti, K. P. (1969). Science (Washington) 163, 939-941.
Green Sea Turtles: A discrete simulation of density-dependent population
regulation.
Chabora, P. C. and Pimentel, D. (1970). Ann. ent. SOC. Am. 63,479-486. Patterns
of evolution in parasite-host systems.
Coulman, C . A., Reice, S. R. and Tummala, R. L. (1972). Science 175, 518-521.
Population modeling: systems approach.
Craig, G. Y. and Oertel, G. (1966). Q. Jl geol. Roc. Lond. 122, 315-355. Deterministic models of living and fossil populations of animals.