Starting with an introduction to the numerous features of
Mathematica (R), this book continues with more complex material. It
provides the reader with lots of examples and illustrations of how
the benefits of Mathematica (R) can be used. Composed of eleven
chapters, it includes the following: A chapter on several sorting
algorithms Functions (planar and solid) with many interesting
examples Ordinary differential equations Advantages of Mathematica
(R) dealing with the Pi number The power of Mathematica (R) working
with optimal control problems Introduction to Mathematica (R) with
Applications will appeal to researchers, professors and students
requiring a computational tool.
General
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