A new, numerical framework for the approximation of solutions to matrix valued Riemann–Hilbert problems is developed, based on a recent method for the homogeneous Painlevé ...

The free vibrations of a circular plate having elastic constraints variable according to the angular co-ordinate are investigated. The non-uniform translational and ...

The classical complex-variable method of Muskhelishvili for the solution of general plane elasticity problems is revisited. The boundary conditions are satisfied ...

A Logistic-Normal random variable (Y) is obtained from a Normal random variable (X) by the relation Y=(e^x)/(1+e^x). In Monte-Carlo analysis of decision trees, ...

An analytical method to calculate invariants is developed, based on the theory of complete systems of simultaneous linear first order partial differential equations. The ...

This package provides only one function: GWR. The function calculates the value of the inverse of a Laplace transform at a specified time point. The Laplace transform should ...

Mathematica is used symbolically to derive the governing differential equations of motion of a rotating tapered Euler-Bernoulli beam in free vibration by Hamilton’s ...

Advection equations or modules containing the advection equation appear in many applications. It is shown in this paper that appropriate splitting techniques can be applied ...

This contribution delineates the Perfusion Image Progression and Prognosis Assessment (PIPPA) project aimed at improving the early-posttraumatic-day laser Doppler diagnostics ...

Collaborative projects have resulted in several Mathematica-implemented modeling languages aimed at general-purpose biological modeling, which is a useful and topical but ...