Goran Agren/Ernesto Bosatta: Theoretical ecosystem ecology - understanding element cycles. Cambridge UP. 0-521-583002-6. $50. Richard Belew/Melanie Mitchell (ed.): Adaptive individuals in evolving populations. Addison-Wesley 1996, 540p. 20184 Fred Brauer/Carlos Castillo-Chavez: Mathematical models in population biology and epidemiology. Springer 2001, 410p. Eur 66. 20640 Carlos Braumann: Review of the book "Mathematics in population biology" by H. Thieme. ZB 1054.92042 (ca. 2005), 1p. N. Britton: Essential mathematical biology. Springer 2003, 340p. Raimund Bürger (ed.): Einführung in die mathematische Biologie. Internet Univ. Stuttgart 2004, 188p. 18809 Michael Bürker: über die gute Modellierbarkeit bestimmter Wachstumsprozesse. Math. Sember. 54 (2007), 39-52. Hal Caswell: Matrix population models. Sinauer 2001. $72. 4454 L. Cavalli-Sforza: La matematica nella ricerca e nell'insegnamento biologici. I modelli matematici in biologica. NUMI 6-A (1992), 313-331. 18696 Gang Cheng/Belgacem Youssef/Pauline Markenscoff/Kyriacos Zygourakis: Cell population dynamics modulate the rate of tissue growth processes. Biophys. J. 90 (2006), 713-724. C. Coleman: Biological cycles and the five-fold way. MAA 1976. 8112 John Collings: Bifurcation and stability analysis of a temperature- dependent mite predator-prey interaction model incorporating a prey refuge. Bull. Math. Biol. 57 (1995), 63-76. W. Coppel, A survey of quadratic systems. J. Diff. Eq. 2 (1966), 293-304. 16515 Chris Cosner: Contributions of Alan C. Lazer to mathematical population dynamics. El. J. Diff. Eq. Conf. 5 (2000), 335-352. P. Den Boer/G. Gradwell (ed.): Dynamics of populations. Osterbeek 1970. 26600 Paul Georgescu: Review of the book "Dynamical systems and population persistence". AMS 2011, 400p. 8144 Alessandra Gragnani/Sergio Rinaldi: A universal bifurcation-diagram for seasonlly perturbed predator-prey models. Bull. Math. Biol. 57 (1995), 701-712. 10354 Mats Gyllenberg/Ilkka Hanski/Trosten Lindstro''m: Continuous versus discrete single species population models with adjustable reproductive strategies. Bull. Math. Biol. 59 (1997), 679-705. Karl-Peter Hadeler: Homogeneous models in mathematical biology. Mitt. Math. Ges. Hamburg 12 (1991), 549-557. 16607 Karl-Peter Hadeler/Johannes Müller: Dynamical systems of population dynamics. Internet 2001, 22p. R. Hails/M. Gillman: Ecological modelling - putting theory into practice. Blackwell 1997. 0-63203634-6. $40. M. Hassell/H. Comins/Robert May: Spatial structure and chaos in insect population dynamics. Nature 353 (1991), 255-258. Alan Hastings: Population biology - concepts and models. Springer 1997. 3-540-94853-8. $22. J. Hofbauer/Karl Sigmund: Evolutionary games and population dynamics. Cambridge UP 1998, 320p. $28 (pb.). 2518 Frank Hoppensteadt: Mathematical aspects of population biology. In 2517 Steen, 297-320. [3015] Frank Hoppensteadt: Mathematical theories of populations - demographics, genetics and epidemics. SIAM 1975. 72p. 0-89871-017-0. $ 20. 27370 Mimmo Iannelli/Fabio Milner: The basic approach to age-structured populations. Springer 2017, 360p. Eur 60 (Ebook). 26089 Mimmo Iannelli/Andrea Pugliese: An introduction to mathematical population dynamics. Springer 2014, 330p. Eur 63. 8092 Joanna Jaworska/Thomas Hallam/T. Wayne Schultz: A community model of ciliate Tetrahymena and bacteria E. coli. Part I: Individual-based models of Tetrahymena and E. coli populations. Bull. Math. Biol. 58 (1996), 247-264. 8093 Joanna Jaworska/Thomas Hallam/T. Wayne Schultz: A community model of ciliate Tetrahymena and bacteria E. coli. Part II: Interactions in a batch system. Bull. Math. Biol. 58 (1996), 265-283. 19444 Dragan Jukic/Gordana Kralik/Rudolf Scitovski: Least-squares fitting Gompertz curve. J. Comp. Appl. Math. 169 (2004), 359-375. 20103 Nathan Keyfitz/Hal Caswell: Applied mathematical demography. Springer 2005, 550p. Eur 76. 18560 Marek Kimmel/David Axelrod: Branching processes in biology. Springer 2002, 230p. Eur 61. 8129 C. Kohlmeier/W. Ebenhoeh: The stabilizing role of cannibalism in a predator-prey system. Bull. Math. Biol. 57 (1995), 401-411. Yang Kuang: Delay differential equations with applications in population dynamics. Academic Press 1993, 400p. $60. 8140 Linda Lawson/Yvette Spitz/Eileen Hofmann/Robert Bryan Long: A data assimilation technique applied to a predator-prey model. Bull. Math. Biol. 57 (1995), 593-617. 16320 Simon Levin/Bryan Grenfell/Alan Hastings/Alan Perelson: Mathematical and computational challenges in population biology and ecosystems science. Science 17 January 1997, 334-343. 20874 Chi-kwong Li/Hans Schneider: Applications of Perron-Frobenius theory to population dynamics. J. Math. Biol. 44 (2002), 450-462. 23780 Yangyuang Charles Li: On the paradox of pesticides. Internet 2013, 13p. 20879 D. Logofet/I. Belova: Nonnegative matrices as a tool to model population dynamics - classical models and contemporary expansions. J. Math. Sci. 155/6 (2008), 894-907. Alfred Lotka: Elements of mathematical biology. Dover 1956. 8128 Yoosef Maghsoodi/Eric Grist: Optimal population stabilization and control using the Leslie matrix model. Bull. Math. Biol. 57 (1995), 381-399. Robert May: Stability and complexity in model ecosystems. Princeton UP 1973. Robert May/G. Oster: Bifurcations and dynamic complexity in simple ecological models. Am. Natur. 110 (1976), 573-599. John Milton: The dynamics of small neural populations. AMS 1996, 125p. $35. P. Moran: Some remarks on aniamal population dynamics. Biometrics 6 (1950), 250-258. 20020 Martin Nowak: Evolutionary dynamics. Harvard UP 2006, 360p. Eur 32. 7804 Martin Nowak/Charles Bangham: Population dynamics of immune responses to persistent viruses. Science 5 April 1996, 74-79. 7803 Peter Parham/Tomoko Ohta: Population biology of antigen presentation by MHC class I molecules. Science 5 April 1996, 67-74. 20875 S. Pillai/Torsten Suel/Seunghun Cha: The Perron-Frobenius theorem - some of its applications. IEEE Signal Proc. Mag. January 2005, 16p. 16856 Klaus Pommerening: Computersimulation dynamischer Systeme dargestellt am Beispiel der Räuber-Beute-Systeme und anderer Wachstumsmodelle aus der Ökologie. Internet 1987, 29p. Eric Renshaw: Modelling biological populations in space and time. Cambridge UP 1991, 400p. 0-521-30388-5. R. Ricklefs: Ecology. Chiron 1979. 19418 Rainer Schimming: Differentialgleichungen in den Biowissenschaften. Vorl. Univ. Greifswald 1998, 110p. Sehr schön und nützlich. Birgitt Scho''nfisch: Simulationen zur Wirkung von Zufallsdrift auf die genetische Variabilita''t in holozyklischen und anholozyklischen Populationen vom Macropiphum rosae. Diplomarbeit Tu''bingen 1990. Birgitt Scho''nfisch/J. Tomiuk/K. Wo''hrmann: Spread of resistance genes in aphid population - a simulation study. J. Appl. Ent. 121 (1997), 219-224. 20183 Horst Thieme: Mathematics in population biology. Princeton UP 2003, 540p. Eur 45. 15780 A. Tsoularis: Analysis of logistic growth models. Res. Lett. Inf. Math. Sci. 2 (2001), 23-46. M. Turner/B. Blumenstein/J. Sebaugh: A generalization of the logistic law of growth. Biometrics 25 (1969), 577-580. M. Turner/E. Bradley/K. Kirk/K. Pruitt: A theory of growth. Math. Biosci. 29 (1976), 367-373. 10351 Peter White/James Powell: Phase transition from environmental to dynamic determinism in mountain pine beetle attack. Bull. Math. Biol. 59 (1997), 609-643. 4029 E. Wilson/W. Bossert: Einfu''hrung in die Populationsbiologie. Springer 1973. 8135 W. Wilson/E. McCauley/A. de Roos: Effect of dimensionality on Lotka- Volterra predator-prey dynamics. Individual based simulation results. Bull. Math. Biol. 57 (1995), 507-526. K. Yang: Introduction to mathematical population dynamics. World Scientific 2000. 981023214-4. $76.