By James G., Mann Jr., James E., Physics Simmonds

ISBN-10: 0486675513

ISBN-13: 9780486675510

Emphasizing the "why" in addition to the "how," this helpful and well-written introductory textual content explains equipment for acquiring approximate ideas to mathematical difficulties via exploiting the presence of small, dimensionless parameters. aimed toward undergraduates in engineering and the actual sciences. Preface. Bibliography. Appendixes.

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**Additional info for A First Look at Perturbation Theory 2nd Edition**

**Sample text**

C) ii + y = f cos t , O < t y eO) = 0, yeO) = 1 .

If the coefficients in the DE depend on a parameter f then so do the roots of this polynomial. In general, a study of the behavior of these roots is not sufficient to infer the behavior of the solution of the DE because 1 . A non-homogeneous term in the DE can give rise to a term in the general solution whose behavior depends only, in part , on the roots of the associated polynomial . 2 . The imposition of initial conditions ( Ie's ) or boundary conditions ( Be's ) may result in the appearance of f in the constants multiplying the homogeneous terms in the general solution .

C) ii + y = f cos t , O < t y eO) = 0, yeO) = 1 .

### A First Look at Perturbation Theory 2nd Edition by James G., Mann Jr., James E., Physics Simmonds

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