This introduction outlines the principal methods of solving differential equations, stressing the types of equations that are important in applications. The book has been revised to include a section on the treatment of linear and nonlinear difference equations, Lorenz equations and chaos.
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In this Fifth Edition on the principal methods of solving differential equations, the authors take into account the easy availability of powerful calculators and personal computers. Discusses their use--with emphasis on geometrical interpretations and qualitative properties of solutions--and provides new problems which allow students to use computers in interesting and constructive ways. Also offers a variety of applications in both the physical and biological sciences.
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