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Dynamical Models in Biology |
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From Book News, Inc.
Farkas (mathematics, Budapest U. of Technology) combines material he used in a course on mathematical population dynamics and a broader graduate course on biomathematics to present and treat those mathematical methods that are used to describe dynamical phenomena in biology. He assumes readers to be adept in advanced calculus and linear algebra, and provides concise treatments of more advanced material in the appendices. He speaks to mathematicians interested i... >> |
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Modeling Methodology for Physiology and Medicine (Academic Press Biomedical Engineering Series) |
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Book Description
Modelling Methodology for Physiology and Medicine offers a unique approach and an unprecedented range of coverage of the state-of-the-art, advanced modelling methodology that is widely applicable to physiology and medicine. The book opens with a clear and integrated treatment of advanced methodology for developing mathematical models of physiology and medical systems. Readers are then shown how to apply this methodology beneficially to real-world problems in ... >> |
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Sedimentation and Thickening : Phenomenological Foundation and Mathematical Theory (Mathematical Modelling: Theory and Applications) |
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Book Description
This book presents a rigorous phenomenological theory of sedimentation processes as encountered in Solid-liquid separation vessels, known as thickeners, in the mineral industries. This theory leads to mathematical simulation models for batch and continuous sedimentation processes, which can be stated as initial-boundary value problems of hyperbolic conservation laws and so-called degenerate parabolic equations. Existence and uniqueness theories for these equations a... >> |
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