Non-autonomous logistic equations as models of populations in a deteriorating environment
暂无分享,去创建一个
[1] Ying-Hen Hsieh,et al. On the optimal choice of r for a population in a periodic environment , 1979 .
[2] Bernard D. Coleman,et al. Nonautonomous logistic equations as models of the adjustment of populations to environmental change , 1979 .
[3] G. E. Hutchinson,et al. An Introduction to Population Ecology , 1978 .
[4] Robert M. May,et al. Theoretical Ecology: Principles and Applications , 1977 .
[5] E. M. Sorensen. Toxicity and accumulation of arsenic in green sunfish,Lepomis cyanellus, exposed to arsenate in water , 1976, Bulletin of environmental contamination and toxicology.
[6] R. Barakat,et al. Exact solutions to certain stochastic differential equation models of population growth. , 1974, Theoretical population biology.
[7] C. Cooper. The Ecology of Fire , 1961 .
[8] W. G. Wellington. AIR-MASS CLIMATOLOGY OF ONTARIO NORTH OF LAKE HURON AND LAKE SUPERIOR BEFORE OUTBREAKS OF THE SPRUCE BUDWORM, CHORISTONEURA FUMIFERANA (CLEM.), AND THE FOREST TENT CATERPILLAR, MALACOSOMA DISSTRIA HBN. (LEPIDOPTERA: TORTRICIDAE; LASIOCAMPIDAE) , 1952 .
[9] O. W. Richards,et al. The Autocatalytic Growth-Curve , 1934, The American Naturalist.
[10] Henry J. Kania,et al. Behavioral Alterations in a Simple Predator-Prey System Due to Sublethal Exposure to Mercury , 1974 .
[11] E. Bennett,et al. The sensitivity of mixed population of bacteria to inhibitors. I. The mechanism by which desulfovibrio desulfuricans protects Ps. aeruginosa from the toxicity of mercurials. , 1961, Antonie van Leeuwenhoek.
[12] H. G. Andrewartha,et al. The distribution and abundance of animals. , 1954 .