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Titlebook: Applied Analysis in Biological and Physical Sciences; ICMBAA, Aligarh, Ind Jim M. Cushing,M. Saleem,M. Merajuddin Conference proceedings 20

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发表于 2025-3-21 17:07:28 | 显示全部楼层 |阅读模式
期刊全称Applied Analysis in Biological and Physical Sciences
期刊简称ICMBAA, Aligarh, Ind
影响因子2023Jim M. Cushing,M. Saleem,M. Merajuddin
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发行地址Contains current research in areas of theoretical mathematical analysis and its use in studying scientific problems.Focuses on the application of mathematics in biological sciences.Includes research t
学科分类Springer Proceedings in Mathematics & Statistics
图书封面Titlebook: Applied Analysis in Biological and Physical Sciences; ICMBAA, Aligarh, Ind Jim M. Cushing,M. Saleem,M. Merajuddin Conference proceedings 20
影响因子The book contains recent developments and contemporary research in mathematical analysis and in its application to problems arising from the biological and physical sciences. The book is of interest to readers who wish to learn of new research in such topics as linear and nonlinear analysis, mathematical biology and ecology, dynamical systems, graph theory, variational analysis and inequalities, functional analysis, differential and difference equations, partial differential equations, approximation theory, and chaos..All papers were prepared by participants at the International Conference on Recent Advances in Mathematical Biology, Analysis and Applications (ICMBAA-2015) held during 4–6 June 2015 in Aligarh, India. A focal theme of the conference was the application of mathematics to the biological sciences and on current research in areas of theoretical mathematical analysis that can be used as sophisticated tools for the study of scientific problems. The conference provided researchers, academicians and engineers with a platform that encouraged them to exchange their innovative ideas in mathematical analysis and its applications as well as to form interdisciplinary collaboration
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Jim M. Cushing,M. Saleem,M. MerajuddinContains current research in areas of theoretical mathematical analysis and its use in studying scientific problems.Focuses on the application of mathematics in biological sciences.Includes research t
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A Special Class of Lotka–Volterra Models of Bacteria-Virus Infection NetworksWe show that the classical Volterra Lyapunov function can be used to obtain useful results for a Lotka–Volterra model of bacteria-virus infection networks. In particular, if a positive equilibrium exists, then it is stable and all positive trajectories are bounded and persistent in the sense that the limit inferior of each component is positive.
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https://doi.org/10.1057/978-1-137-59104-3ive some reminders on the Laplace operator and spectral theory on a disc. Then, we analyze the dynamics of two mathematical models with two or three reaction diffusion equations, defined on a circular domain. The results are given in terms of local/global stability and of emergence of spatio-tempora
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https://doi.org/10.1007/978-3-030-55601-3describe the nonlocal intra-specific competition for limited resources. We show that the region of pattern formation increases with the increase of the range of nonlocal interaction. Numerical continuation technique is used to determine the existence of multiple stationary patterns.
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