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Periodicity and boundedness of solutions of generalized differential equations of growth. (English) Zbl 0115.37403

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[1] Andronow, A. A., and C. E. Chaikin. 1949.Theory of Oscillations. Princeton: Princeton University Press. · Zbl 0032.36501
[2] Auman, G. 1960. ”Beispiele zur Stabilität und Instabilität von Bewegungen.”Math. Zeitschrift,73, 374–375. · Zbl 0092.08502
[3] Cunningham, W. J. 1955. ”Simultaneous Nonlinear Equations of Growth.”Bull. Math. Biophysics,17, 101–110.
[4] – 1958.Introduction to Nonlinear Analysis. New York: McGraw-Hill. · Zbl 0088.06702
[5] Gause, G. F., and A. A. Witt. 1935. ”Behavior of Mixed Populations and the Problem of Natural Selection.”American Naturalist,69, 596–609.
[6] Hutchinson, G. E. 1947. ”Theory of Competition Between Two Social Species.”Ecology,28, 319–321.
[7] Minorsky, N. 1947.Introduction to Nonlinear Mechanics. Ann Arbor: Edwards Bros.
[8] Rapoport, Anatol. 1957. ”Lewis F. Richardson’s Mathematical Theory of War.”Conflict Resolution,1, 249–299.
[9] Ryhming, I. L. 1960. ”The Flow Fields in the Diffuser of a Radial Compressor.”J. Aerospace Sci.,27, 798–799.
[10] Richardson, Lewis F. 1960.Arms and Insecurity, N. Rashevsky and Ernesto Trucco, Eds. Chicago: Quadrangle Books.
[11] Taylor, G. I. 1930. ”Recent Work on the Flow of Compressible Fluids.”J. London Math. Soc.,5, 224–240. · JFM 56.0711.02
[12] Utz, W. R. 1961. ”The Equations of Population Growth.”Bull. Math. Biophysics,23, 261–262. · Zbl 0101.36003
[13] Volterra, Vito. 1931.Leçons sur la theorie mathématique de la lutte pour la vie. Paris: Gauthier-Villars. · Zbl 0002.04202
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