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Analysis and Solution of the ...   (Conference Proceedings)
Czech aristocrat J.F.A. Buquoy was the first who investigated mechanical systems with a varying mass. In 1812, he explicitly formulated the correct dynamical equation of ...
Spheroidal Wave Functions   (MathSource: Packages and Programs)
SpheroidF is a Mathematica package used to compute the eigenvalues of the spheroidal wave equations and angular and radial spheroidal wave functions. It can be used in ...
Tree-level scattering amplitudes of longitudinally polarized electroweak vector bosons in the Standard Model are calculated using Mathematica package Feyncalc. The ...
The Laplace transform is often applied to linear partial differential equations to eliminate the time dimension. The analytical solutions thus obtained need to be inverted to ...
Complicated shapes can be formed by applying the Minkowski sum operation to relatively simple sets of vectors. Using Mathematica to display the results gives insights into ...
A comprehensive collection of graphics and animations for various topics in high-school and undergraduate mathematics on a CD-ROM. Mathematica programs used for generating ...
Approximate Inversion of Laplace ...   (MathSource: Packages and Programs)
The Laplace transform is often applied to linear partial differential equations to eliminate the time dimension. The analytical solutions thus obtained need to be inverted to ...
Labeled contour lines   (MathSource: Packages and Programs)
This is an upgrade of the old Tom Wickham-Jones package, already available on this site as part of item 0205-041, for labelling contour lines . It provides more options for ...
There are proposed two types of finite algorithms for symbolic computation of outer inverses of a given polynomial or rational matrix, based on the extension of the ...
Interesting patterns made by ...   (MathSource: Packages and Programs)
If you use periodic numbers and square roots, you can make interesting patterns by Mathematica. Some of them look familiar, but others look very strange and interesting. For ...
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