Synopsis
This volume discusses in detail the derivation of the methods of the finite difference and finite element for solving initial and boundary problems of ordinary and partial differential equations. Included in it are recently developed methods for three types of system; stiff, high oscillatory and convection-diffusion. Each chapter contains a number of problems including BIT Problems and a bibliographical note. The book emphasizes comprehension of basic concepts and applicability of the methods. It is written for advanced students of applied mathematics, physics, computer science and engineering (for at least two courses). This volume discusses in detail the derivation of the methods of the finite difference and finite element for solving initial and boundary problems of ordinary and partial differential equations. Included in it are recently developed methods for three types of system; stiff, high oscillatory and convection-diffusion. Each chapter contains a number of problems including BIT Problems and a bibliographical note. The book emphasizes comprehension of basic concepts and applicability of the methods. It is written for advanced students of applied mathematics, physics, computer science and engineering (for at least two courses).
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Numerical Solution of Differential Equations
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Hardcover. Condition: UsedAcceptable. Hardcover; surplus library copy with the usual stampings; reference number taped to the spine; bar code and tape residue on front cover; fading and edge wear to exterior; corners bumped; binding reinforced; otherwise in acceptable condition with clean text. Seller Inventory # 75663