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Special Functions & Their Applications


Special Functions & Their Applications  
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Binding: Paperback
Dewey Decimal Number: 515.5
EAN: 9780486606248
Edition: Revised
ISBN: 0486606244
Label: Dover Publications
Manufacturer: Dover Publications
Number Of Items: 1
Number Of Pages: 308
Publication Date: June 01, 1972
Publisher: Dover Publications
Studio: Dover Publications


Related Items: Featured Listmania! Editorial Review:
Famous Russian work covers basic theory of the more important special functions and their application to specific problems of physics and engineering. Most space devoted to the application of cylinder functions and spherical harmonics. Also explores gamma function, probability integral and related functions, Airy functions, hyper-geometric functions, more. Translated by Richard Silverman.


Customer Reviews
Average Rating:  out of 5 stars

Rating:  out of 5 stars - Excellent book for people who want to actually apply special functions.
As the title indicates, the book is designed with the goal of application front and center. That said, it is also important to note that the theoretical background is developed with full mathematical rigor. You can easily see this from the fact that whenever an infinite series is differentiated, its uniform convergence in the region of interest is always established beforehand. And this is just one example.

Now, given the fact that special functions is a vast subject, and the fact ... Read More



Rating:  out of 5 stars - extremely useful, very concise
Well worth buying, extremely handy, tons of information very much organized for you



Rating:  out of 5 stars - Excellent discussion of the functions used to solve PDE
Yet another excellect translation by Silverman. I've only been in possession of this book for a few days but it's already becoming a favorite mathematics text. Not a pure mathematics text but certainly a very thorough, lucid and most certainly enjoyable discussion of applied mathematics with a particularly engaging discussion of the solution of partial differential equations (Laplacian, Poisson etc.) by means of separation of variables and integral transforms. Along the way it develops the theoretical ... Read More



Rating:  out of 5 stars - A good book on this subject
Of course this book cannot be compared to " A course of modern analysis ", but as a book in special functions, it have served its purpose. I would also like to make a tribute to Richard Silverman for translating ( not just direct traslating, he translate in a style make it readable to English world. )



Rating:  out of 5 stars - Excellent Source of Applications for Special Functions
This is a book which I cannot say much about except for the unusual thoroughness, accompanied by detail and depth in treatment of the underlying mathematical properties and applications of Special Functions.
Lebedev is the quintessential mathematical expert in applying Special Functions to problems in Physics and Engineering, being that he can illustrate all important concepts clearly and umambiguously with carefully prepared diagrams as well as words. I was able to cite the solution of the ... Read More


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