Titlebook: Computer Algebra Recipes; An Advanced Guide to Richard H. Enns,George C. McGuire Textbook 2007 Springer-Verlag New York 2007 Analysis.Maple

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Elvio Gilberto Amparore,Susanna Donatelli. were specified real functions. Given the mathematical forms of . and ., the number and locations of the fixed points is easily established, either analytically or numerically. Quite generally, the topological nature of a fixed point can then be determined by examining the flow of tangent arrows in

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Farshad A. Mansouri,Mark J. Buckleytions to some nonlinear PDEs of physical interest, the best known being . solutions of nonlinear wave equations. A soliton is a stable solitary wave, which is a localized pulse solution that can propagate at some characteristic velocity without changing shape despite the “tug of war” between “compet

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Systems Neuroscience and Rehabilitation portraits and the location and identification of the relevant stationary points of the ODE system. This graphical approach was extended in the last chapter to finding solitary wave solutions of physically important nonlinear PDEs.

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Linear PDE Models. Part 2In the previous chapter, the computer algebra recipes concentrated on mathematical models formulated in terms of the diffusion and Laplace equations. In this continuation of our study of linear PDE models, the wave equation and a variety of models involving semi-infinite and infinite domains are presented.

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