Fourier Analysis : with Applications to Boundary Value Problems

Reference book for engineering and mathematics students

The book is fab. The concepts are crystal

Lo utilizo como recordatorio y manual de consulta de esta materia que es imprescindible para mi trabajo. Lo que no me ha gustado es que ha venido en un embalaje que no protegía al libro que llegó algo golpeado y machucado.

È un riassunto (una volta c'erano i Bignami), ma può essere utile per lo studio, integrato con altri testi, o per chi, come me, ha dovuto affrontare l'analisi di Fourier per motivi professionali.Consigliato.

There are many problems with solutions to enable full grasping of the subject of preparation for COURSE in COMPUTATIONAL MECHANICS along with relevant reference material from mathematics. It is comprehensive and sufficient to earn good marks!

If lack of time to thoroughly study a Hassani (methods), Afken, or even ideally, begin with Boas, but if studies you're studies are starting the night before your exam, this is the book for the adderall binged all nighter pre-exam night. Useful summary, used as supplementary only.

Has sections on Fourier-Bessel and Legendre function expansions in addition to the typical real and complex sinusoidal expansions. Their is also a chapter on orthogonal polynomials (Hermite, Laguerre and Chebychev). Would serve as a useful supplement to Byerly's classic text.Murray Spiegel was and is highly regarded as an author of "teach yourself" mathematics texts. If you are struggling with applied mathematics at the undergraduate level I'd highly encourage taking a look at his other publications:Schaum Publishing Co:Theory and Problems of College Algebra (1956)Theory and Problems of Vector Analysis and An Introduction to Tensor Analysis(1959)Theory and Problems of Statistics (1961)Theory and Problems of Advanced Calculus (1963)Theory and Problems of Complex Variables (1964)Theory and Problems of Laplace Transforms (1965)Theory and Problems of Theoretical Mechanics (1967)Theory and Problems of Mathematical Handbook of Formulas and Tables (1968)Theory and Problems of Real Variables (1969)Theory and Problems of Advanced Mathematics for Engineers and Scientists (1971)Theory and Problems of Finite Differences and Difference Equations (1971)Theory and Problems of Fourier Analysis with Applications to Boundary-Value Problems (1974)Theory and Problems of Probability and Statistics (1975)Nearly all of the above were reprinted at later dates (and a few 2nd and 3rd editions) but excepting Mathematical Handbook of Formulas and Tables which had a few mistakes in the first edition and the obligatory tabulations I'd recommend trying to find the earliest avaliable printing as the quality is typically higher. My particular favorite is Complex Variables.Prentice Hall:Applied Differential Equations (1963,1967,1980)