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[×ÊÔ´] Ó¢Îľ­µäÊé¼®---Mathematical Physics -1968Äê±ê¼Û$178.60


ÊýѧÎïÀí·Ç³£¾­µäµÄÀíÂÛÊé¼®£¬´ó¼Ò¸ÐÐËȤ¾ÍÏÂÔØÊղذɣ¡¸÷λ²»ÒªÍü¼ÇÆÀ¼Û£¬ÐèÒªÄúµÄÖ§³Ö¡¢¹ÄÀø¡¢ÆÀ¼Û£¡£¡£¡¾ÙÊÖÖ®ÀÍ£¬»Ø±¨°ßÖ÷£¬Ö§³ÖСĿ³æ£¡
Mathematical Physics  
by Eugene Butkov
Edition: Hardcover
Price: $142.88 £¨ÏÖÍøÉϼ۸ñ)
page:735

10.90Mb(PDF)

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    12 of 14 people found the following review helpful:
Vanilla Flavoured Maths., December 3, 2003
This text offers a comprehensive, elementary and easily understandable introduction to the traditional topics of mathematics that are most readily applicable to the physical sciences. These include differential equations, vector spaces, green functions and Fourier analysis. The motivation is entirely physical which should appeal to the practicing engineer or beginning physicist.
The chief disadvantage lies in its high price, regrettably typical of most text books.

The mathematically sophisticated reader interested in more advanced topics useful in, say, particle physics or field theory, will be far better served by the wonderful work by Choquet-Bruhat and DeWitt-Morette enttled "Analyis, Manifolds and Physics" which remains a classic. Excellent treatments can also be found in "Mathematics for Physicists" by Dennery and Kryzwicki and "Mathematics of Classical and Quantum Physics" by Byron and Robert, both of which offer well written introductions to more advanced topics at irresistible prices.



  16 of 16 people found the following review helpful:
Best for Green Functions, plus..., February 1, 2002
By  "jem@post.com" (Walnut Creek, CA USA)

Butkov gives the best explanation of Green functions I have ever read.
His treatments of vector spaces and tensors are also among the best I have encountered. The notation can be a little clunky, but you get used to it and he really gets a lot from it.

The examples given are insightful and if you study and understand them, most of the excercises are certainly doable. If you find yourself writing extreme amounts when doing an excercise, then you have missed the point (or a trick -- yes, there are a few, but there are not nearly as many in Jackson, nor are they as insidious as those in Jackson.) If you keep this in mind it will really help with self-study.

There are a few errors, especially in the excercises (worst of all in the hints and given answers). They are not too difficult to spot if you use some common sense and understand the corresponding text. (Don't worry, be happy!)

Once you comprehend Butkov, Jackson (Classical Elect.) is much easier to deal with (on many levels -- Green functions, special functions, vector spaces, et.al.)

Another text which Butkov makes much more accessible is Arfken & Weber.

Note (especially with regard to math texts): it is important to understand the difference between a tutorial/primer and a reference. Butkov is an excellent example of the former. Arfken & Weber is much better when used in the latter sense.

¸ü¶àÆÀ¼ÛÇë¿´£ºhttp://www.amazon.com/review/pro ... mp;showViewpoints=1

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