For the investigation of higher order Feynman integrals, potentially with tensor structure, it is highly desirable to have numerical methods and automated tools for ...

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

We investigate the dynamic moisture absorption behavior of polyester–cotton fabrics of different warp and weft densities, survey the drybasis moisture contents of these ...

A recursion operator is an integro-differential operator which maps a generalized symmetry of a nonlinear partial differential equation (PDE) to a new symmetry. Therefore, ...

We contribute to the analysis of codimension-two bifurcations in discontinuous systems by studying all equilibrium bifurcations of 2D Filippov systems that involve a sliding ...

Background: Usual evaluation tools for diagnostic tests such as, sensitivity/specificity and ROC analyses, are designed for the discrimination between two diagnostic ...

Several extensions of the Standard Model of particle physics contain additional scalars implying a more complex scalar potential compared to that of the Standard Model. In ...

When the eigenvalues of an operator A can be computed and form a discrete set the spectral zeta function of A reduces to a sum over eigenvalues, when the sum exists (see ...

The harmonic balance(HB)method is utilized to obtain the periodic solutions for the two-dimensional air foil with cubic nonlinearity in pitch undergoing subsonic flow. In the ...

The main purpose of this paper is to provide an easy-to-use approximation formula for the inverse Langevin function. The mathematical complexity of this function makes it ...