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Algebraic Methods<br> Analytic Methods<br> Fourier and Other Mathematical Transforms<br> Fractal Geometry <br> Geometrical Methods <br> Green's Function<br> Group Theory<br> Mathematical Modeling<br> Monte Carlo Methods<br> Numerical Methods<br> Perturbation Methods<br> Probability Theory<br> Quantum Computation<br> Special Functions<br> Stochastic Processes<br> Symmetries and Conservation Laws<br> Topology<br> Variational Methods

"... 18 review articles ... offer advanced students and researchers a quick, to-the-point introduction..."<br> CHOICE<br>

George L. Trigg, an internationally experienced and qualified senior editor in Physics, lives in New Paltz/New York. For many years he was co-editor of the most renowned expert journal in Physics, Physical Review Letters. George L. Trigg also was the editor-in-chief of the Encyclopedia of Applied Physics.

<b>M</b>athematical Tools for Physisists is a unique collection of 18 review articles, each one written by a renowned expert of its field. Their professional style will be beneficial for advanced students as well as for the scientist at work. The first may find a comprehensive introduction while the latter use it as a quick reference.<br /> Great attention was paid to ensuring fast access to the information, and each carefully reviewed articles includes a glossary of terms and a guide to further reading. <p>The contributions range from fundamental methods right up to the latest applications, including:</p> <ul> <li>Algebraic Methods</li> <li>Analytic Methods</li> <li>Fourier and Other Mathematical Transforms</li> <li>Fractal Geometry</li> <li>Geometrical Methods</li> <li>Green’s Functions</li> <li>Group Theory</li> <li>Mathematical Modeling</li> <li> Monte-Carlo Methods</li> <li>Numerical Methods</li> <li>Perturbation Methods</li> <li>Quantum Computation</li> <li>Quantum Logic.</li> <li>Special Functions</li> <li>Stochastic Processes</li> <li>Symmetries and Conservation Laws</li> <li>Topology</li> <li>Variational Methods</li> </ul>

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