Fourier Series in Mathematical Physics eliminates time constraints typically associated with the treatment of Fourier series and provides a platform for learning and investigating more interesting and complicated problems. The software is ideal for education and research.
Users can enter real data for analysis.
Functions are presented in analytic or tabular form and can be expanded using orthogonal functions like Chebyshev, Jacobi, Hermite, and Laguerre polynomials. Graphical capabilities make it possible to draw graphs of the initial functions, individual members of the series, or certain partial sums of the expansions. Even a computer novice will find Fourier easy to use. The interactive interface provides on-line instructions and a variety of practical examples and problems. These features give teachers a new opportunity to explore different methods in depth and help students develop a deeper understanding of this important numerical technique.