Starting with an introduction to the numerous features of Mathematica®, this book continues with more complex material. It provides the reader with lots of examples and illustrations of how the benefits of Mathematica® 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® dealing with the Pi number
The power of Mathematica® working with optimal control problems
Introduction to Mathematica® with Applications will appeal to researchers, professors and students requiring a computational tool.
Starting with an introduction to the numerous features of Mathematica®, this book continues with more complex material. It provides the reader with lots of examples and illustrations of how the benefits of Mathematica® 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® dealing with the Pi number
The power of Mathematica® working with optimal control problems
Introduction to Mathematica® with Applications will appeal to researchers, professors and students requiring a computational tool.
Demonstrates the versatility of Mathematica® for numeric, symbolic and graphic calculus Packed full of practical examples and illustrations to aid the readers understanding Presents eleven chapters on the specific aspects of Mathematica® including one on ordinary differential equations
Autor*in
Marian Mureşan
Themen in »Introduction to Mathematica® with Applications«