The basins of convergence of cubic polynomials having real roots are studied using the Newton-Raphson iterative method. The limiting value for the ratio of basin segments for ...

A stability margin for linear control systems subject to real parameter variations can be computed from the constraints arising from the conventional Routh-Hurwitz criteria. ...

Mathematical models of stationary long-range dependent processes are more complicated then ordinary autoregressive models as they involve fractional difference equations (or, ...

Calculators that can find the roots of characteristic polynomials have made many stability tests (Routh, Hurwitz, Sturm, etc) obsolete. Likewise, Bode plots have been ...

We describe an exact integer algorithm to compute the partition function of a two-dimensional plus or minus J Ising spin glass. Given a set of quenched random bonds, the ...

Adomian Decomposition methods (ADM) is am approximation method which can be adapted to solve nonlinear partial differential equations. In this paper, we solve the KdV and the ...

In this paper, we consider obtaining approximate doubly periodic wave solutions of the coupled Drinfel
d–Sokolov–Wilson equation by using the Adomian decomposition method ...

Efficient evaluation of the full-rank QDR decomposition is established. A method and algorithm for efficient symbolic computation of A (2) T,S inverses of a given rational ...

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 ...