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[½»Á÷] ¹²ÏíÒ»±¾Ó¢ÎİæÊýÖµ·ÖÎöµÄÊé¼®£¨Mathematica£©

Daniel Dubin.Numerical and Analytical Methods for Scientists and Engineers Using Mathematica.
Up to this point in your career you have been asked to use mathematics to solve
rather elementary problems in the physical sciences. However, when you graduate
and become a working scientist or engineer you will often be confronted with
complex real-world problems. Understanding the material in this book is a first
step toward developing the mathematical tools that you will need to solve such
problems.
Much of the work detailed in the following chapters requires standard penciland-
paperŽi.e., analytical.methods. These methods include solution techniques
for the partial differential equations of mathematical physics such as Poisson¡¯s
equation, the wave equation, and Schr¡§odinger¡¯s equation, Fourier series and
transforms, and elementary probability theory and statistical methods. These
methods are taught from the standpoint of a working scientist, not a mathematician.
This means that in many cases, important theorems will be stated, not proved
Žalthough the ideas behind the proofs will usually be discussed.. Physical intuition
will be called upon more often than mathematical rigor.
Mastery of analytical techniques has always been and probably always will be of......
...........................
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[ Last edited by ayuner on 2007-9-24 at 21:16 ]
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