A quantum algorithm for the computation the order of an integer, which uses the quantum Fourier transform, is discussed. The cases of the exact and approximate Fourier ...

The first part of the presentation explains a version of the so-called "shooting method" to solve two-point boundary-value problems for systems of ordinary differential ...

Beginning with linear algebra and later expanding into calculus of variations, Advanced Engineering Mathematics provides accessible and comprehensive mathematical preparation ...

This paper presents a general shooting method for two-point boundary value problems for ordinary differential equations. The method is applied using Mathematica to the ...

The tanh-function method for finding explicit travelling solitary wave solutions to non-linear evolution equations is described. The method is usually extremely tedious to ...

We review the enveloping algebra of the 10-dimensional chiral sigma matrices. To facilitate he computation of the product of several chiral sigma matrices we have developed a ...

This books combines an introductory survey of theory and techniques of discrete dynamical systems and difference equations with a manual for the use of the software package ...

This paper will deal with the Theory of Geometric Bifurcation which the author developed in 1986. The theory developed in those papers is very general and abstract. So, until ...

We introduce the rudiments of fractional calculus and the consequent applications of the Sumudu transform on fractional derivatives. Once this connection is firmly ...

In this paper, we consider the weak center conditions and local critical periods for a Z2-equivariant cubic system with eleven center conditions at the bi-center. Using the ...