We present a semidefinite programming approach for computing optimally conditioned positive definite Hankel matrices of order n. Unlike previous approaches, our method is ...

The problem analyzed is of the crack kinking away from the interface between the two different anisotropic materials. The attention is concentrated on the initiation of the ...

We have developed a set of Mathematica notebooks to compute symbolically quantum transition matrices relevant for atomic ionization processes. The utilization of a symbolic ...

The package Objectica upgrades the powerful language of Mathematica by an easy to use object orientation. Thereby, real objects have a direct counterpart in Objectica. In the ...

We extend Bar-Natan’s cobordism-based categorification of the Jones polynomial to virtual links. Our topological complex allows a direct extension of the classical Khovanov ...

We present new results through 7PN order on the energy flux from eccentric extreme-mass-ratio binaries. The black hole perturbation calculations are made at very high ...

Abstract—The most likely scenario for the Moon formation is given by calculations of the Giant Impact (GI) of the ProtoEarth with a protoplanet with a mass close to Mars. ...

An excellent article in the American Journal of Physics, by Fairen, Lopez, and Conde develops power series approximations for various systems of nonlinear differential ...

Progress in the understanding of the physical mechanisms that underlie supersonic and hypersonic transition phenomena is greatly impeded by the nonlinearity of the ...

Designed for use by quantitative analysts, traders, risk managers, treasurers, and product designers, the Mathematica application pacakge UnRisk PRICING ENGINE is a tool ...