In this study, we investigate some new analytical solutions to the (1 + 1)-dimensional nonlinear Dispersive Modified Benjamin–Bona–Mahony equation and the (2 + ...

Students will determine the domains of rational functions. Students will be able to predict behavior of rational function graphs (including intercepts and asymptotes) before ...

A notebook containing a variety of sounds generated in Mathematica.

With the aid of a new complete scalar potential function, an analytical formulation for thermoelastic Green’s functions of an axisymmetric linear elastic isotropic ...

We use Mathematica to illustrate the applications of Jacobi elliptic functions to obtain the approximate solution of a two degree of freedom, undamped, homogeneous dynamical ...

PolePlot is used to plot real-valued functions of one real variable that have poles, such as the tangent. In most cases, the asymptotes normally drawn by Mathematica will ...

A solution has been obtained for the spatial and temporal distribution function for a pulsed fully collimated beam propagating through a homogeneous medium with Gaussian ...

We study the q-Bernoulli polynomials, which were constructed by Kim, are analytic continued to beta(s)(z). A new formula for the q-Riemann zeta function zeta(q)(s) due to Kim ...

Mathematical investigations of projectile motion have a rich and vital history, going back almost 500 years. Besides the obvious application to ballistics, there is a much ...

A factorization method for the class of rational matrix functions was proposed by F. D. Gahov, in 1952. At present time, this is the class for which the factorization problem ...