Product Description

Gathering an extensive range of mathematical topics into a concise reference for solving science and engineering problems, Advanced Mathematical Models in Science and Engineering elucidates integral methods, field equation derivations, and operations applicable to modern science systems. Applying academic skills to practical problems in science and engineering, the author reviews basic methods of integration and series solutions for ordinary differential equations, discusses complex variables, calculus, and integrals and the integration of multivalued functions, and explains Green's functions for ordinary and partial differential equations for unbounded and bounded media, and more.

Product Details

• Amazon Sales Rank: #2581122 in Books
• Published on: 2000-10-13
• Original language: English
• Number of items: 1
• Binding: Hardcover
• 733 pages

Review
." . .written by an engineer for engineers." ---Zbl. Math

From the Back Cover
Gathering an extensive range of mathematical topics into a plenary reference/text for solving science and engineering problems, Advanced Mathematical Models in Science and Engineering elucidates integral methods, field equation derivations, and operations applicable to modern science systems.
Applying academic skills to practical problems in science and engineering, the author reviews basic methods of integration and series solutions for ordinary differential equations; introduces derivations and solution methods for linear boundary value problems in one dimension, covering eigenfunctions and eigenfunction expansions, orthogonality, and adjoint and self-adjoint systems; discusses complex variables, calculus, and integrals as well as application of residues and the integration of multivalued functions; considers linear partial differential equations in classical physics and engineering with derivations for the topics of wave equations, heat flow, vibration, and strength of materials; clarifies the calculus for integral transforms; explains Green's functions for ordinary and partial differential equations for unbounded and bounded media; examines asymptotic methods; presents methods for asymptotic solutions of ordinary differential equations; and more.