This thesis addresses the thermalisation of heavy-ion collisions within the context of the AdS/CFT duality. The first part clarifies the numerical set-up and studies the ...

In the present paper, we show a new approach, based on the utilization of Mathematica, to solve liquid-liquid extraction problems. Since liquid-liquid equilibrium data are ...

We study four non-Newtonian fluid mechanics problems using Mathematica. Constitutive equations describing the behavior of power-law, Bingham and Carreau models are recalled. ...

The density matrix expansion (DME) of Negele and Vautherin is a convenient tool to map finite-range physics associated with vacuum two- and three-nucleon interactions into ...

Adapting a method recently proposed by C. Marboe and D. Volin for N=4 super-Yang-Mills, we develop an algorithm for a systematic weak coupling expansion of the spectrum of ...

Students often consider school math to be an abstract set of symbols, formulas, algorithms, and witchcraft that has no roots in the real world. Graphic images are an ...

Many new features have been incorporated into the previously published version of PET—Petrological Elementary Tools for Mathematica®. Reaction equilibria can now be ...

We investigate the dependence of polarisation observables in elastic deuteron Compton scattering below the pion production threshold on the spin-independent and ...

In the previous issue of this journal, we saw how the heat equation in one dimension found a noteworthy application in economics, therein providing a bridge from the physical ...

Background: Health authorities must rely on quarantine, isolation, and other non-pharmaceutical interventions to contain Outbreaks of newly emerging human diseases. Methods: ...