Applied Analysis in Biological and Physical Sciences: by Jim M. Cushing, M. Saleem, H. M. Srivastava, Mumtaz Ahmad

By Jim M. Cushing, M. Saleem, H. M. Srivastava, Mumtaz Ahmad Khan, M. Merajuddin

The publication comprises contemporary advancements and modern examine in mathematical research and in its program to difficulties bobbing up from the organic and actual sciences. The publication is of curiosity to readers who desire to study of recent examine in such themes as linear and nonlinear research, mathematical biology and ecology, dynamical structures, graph idea, variational research and inequalities, practical research, differential and distinction equations, partial differential equations, approximation concept, and chaos.
All papers have been ready through individuals on the overseas convention on fresh Advances in Mathematical Biology, research and purposes (ICMBAA-2015) held in the course of 4–6 June 2015 in Aligarh, India. A focal subject of the convention was once the appliance of arithmetic to the organic sciences and on present study in components of theoretical mathematical research that may be used as subtle instruments for the research of clinical difficulties. The convention supplied researchers, academicians and engineers with a platform that inspired them to interchange their leading edge rules in mathematical research and its purposes in addition to to shape interdisciplinary collaborations.
The content material of the publication is split into 3 components: half I comprises contributions from members whose issues are concerning nonlinear dynamics and its purposes in organic sciences. half II has contributions which situation subject matters on nonlinear research and its functions to numerous difficulties in technological know-how, engineering and undefined. half III contains contributions facing a few difficulties in utilized analysis.

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Math. Model. 37(6), 3635–3644 (2013) 24. : Global asymptotic stability of a predator-prey model with modified Leslie-Gower and Holling-type II schemes. Discret. Dyn. Nat. Soc. Article ID 208167 (2012) Pattern Formation in a Prey-Predator Model with Nonlocal Interaction Terms Malay Banerjee, Moitri Sen and Vitaly Volpert Abstract We study a spatio-temporal prey-predator model with nonlocal interaction terms. Nonlocal interactions are considered for prey and predator species to describe the nonlocal intra-specific competition for limited resources.

Lon. B 237, 37–72 (1952) 25. : Elliptic Partial Differential Equations, Volume 2. Reaction-Diffusion Equations. Birkhauser, Basel (2014) 26. : Pulses and waves for a bistable nonlocal reaction-diffusion equation. Appl. Math. Lett. 44, 21–25 (2015) One Dimensional Maps as Population and Evolutionary Dynamic Models Jim M. Cushing Abstract I discuss one dimensional maps as discrete time models of population dynamics from an extinction-versus-survival point of view by means of bifurcation theory. I extend this approach to a version of these population models that incorporates the dynamics of a single phenotypic trait subject to Darwinian evolution.

Discret. Impuls. Syst. Ser. B 16(4), 479–488 (2009) 10. : On a nonlinear non-autonomous predator-prey model with diffusion and distributed delay. J. Comput. Appl. Math. 180, 33–49 (2005) 11. : On the dynamics of a predator-prey model with the Holling-Tanner functional, Editor V. Capasso. In: Proceedings of the ESMTB Conference, pp. 270–278 (2002) 12. : A model for trophic interaction. Ecology 56, 881–892 (1975) 13. : The advance of advantageous genes. Ann. Eugen. 7, 335–369 (1937) 14. : Constructing Lyapunov functions for mathematical models in population biology.

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