Average solid angles subtended by an external contour of a given body from several points are required for the calculation of radiation fluxes or particle beams that are ...

Most algebraic calculations which one sees in linear systems theory, for example in IEEE TAC, involve block matrices and so are highly non-commutative. Thus conventional ...

The product-operator formalism is the most commonly used tool for describing and designing multidimensional NMR experiments. Despite its relative simplicity and sound ...

A recent research interest led us to compute the expected proportion of correct responses when the signal is one of M orthogonal signals added to Gaussian noise. This is ...

A concise theoretical treatment is developed for the calculation of mean time, differential pathlength, phase shift, modulation depth and integrated intensity of measurements ...

Perturbative calculations in field theory at finite temperature involve sums over the Matsubara frequencies. Besides the usual difficulties that appear in perturbative ...

This paper proposes an implementation model for finite fields GF[mq], m prime, based on a hybrid architecture that integrates symbolic programming developed in Mathematica ...

Starting from the effective hamiltonian for weak decays including next-to-leading QCD corrections, the O(alphas) corrections to the matrix elements of charm decay into ...

Calculation of the higher order averaging equations of a non-linear oscillator is very tedious using the classical averaging method. This is also true for higher order normal ...

A previously presented algorithm for the reconstruction of Bremsstrahlung spectra from transmission data has been implemented into Mathematica. Spectra vectorial algebra has ...