We are interested in the so-called Fučík spectrum of the fourth-order Dirichlet boundary value problem. The Fučík spectrum is defined as the set of all couples ...

Interval computations are becoming a well-accepted method of rigorous mathematical proofs. We discuss some possibilities of deploying Mathematica into interval-computation ...

This package provides some of the functions that are common in lattice theory (such as computing distinct coset vectors) and the geometry of numbers (such as the Bézout ...

Kinetic resolution of chirally unstable compounds prone to racemize has been quantitatively analyzed. Enantiomeric purities of the products as a function of conversion can be ...

Visualizing objects in three-dimensions is hard enough--not to speak of understanding how two surfaces transform into each other. An animation of a mathematical function ...

A variety of statistical functions are built into Mathematica, and more statistical computation can be done with a little programming. This talk will provide a general ...

This example shows how a one- and a two-dimensional function can be approximated in machine learning framework using various supervised learning methods, including SOM, ...

A newfiniteelementmodelbasedonthecoupleddisplacementfieldandthetaperingfunctionsofthe beam isformulatedfortransversevibrationsofrotatingTimoshenkobeamsofequalstrength.Inthe ...

Note: This is a discontinued product. Archival documentation » Design, analyze, and simulate with Control System Professional. This robust environment is unique in ...

Conventional numerical differentiation formulas based on interpolating polynomials, operators and lozenge diagrams can be simplified to one of the finite difference ...