Evolution Equations, Control Theory, and Biomathematics: Proceedings of the Han-Sur-Lesse Conference (Lecture Notes in Pure & Applied Mathematics, Band 155)
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Based on the Third International Workshop-Conference on Evolution Equations, Control Theory, and Biomathematics held recently in Han-sur-Lesse, Belgium, this timely reference provides in-depth coverage of the latest developments in a variety of complementary fields. Examining important advances in evolution equations related to physical, engineering, and biological applications, Evolution Equations, Control Theory, and Biomathematics addresses population models, epidemic models, and diffusion models with shocks . . . control theory and optimal control . . . Riccati, Hamilton-Jacobi, and Korteweg-de Vries equations . . . asymptotics of spectral functions . . . viscosity solutions . . . Laplace transform and perturbation methods . . . stochastic analysis . . . diffusion problems . . . and more! With over 2600 display equations, bibliographic citations, and figures, Evolution Equations, Control Theory, and Biomathematics is an invaluable resource for pure and applied mathematicians; applied scientists in physics, engineering, and mathematical biology; and upper-level undergraduate and graduate students involved in linear and nonlinear parabolic equations, evolution equations, control theory, population dynamics, and mathematical biology.
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