Plane waves numerical stability of some explicit exponential methods for cubic Schrödinger equation

Results achieved by the proposed variable step explicit method is compared to those achieved by a traditional implicit integration based simulator like NgspiceI. The results show

Numerical computing approach for solving Hunter-Saxton equation arising in liquid crystal model through sinc collocation method.. Iftikhar Ahmad a , Hira Ilyas a , Kadir Kutlu c ,

Chapter 3 explores different numerical methods in order to develop an algo- rithm for the generalized exponential integral, which will be used for several im- portant special cases

On the other hand, extrapolation methods constitute one of the most efficient classes of schemes for the numerical integration of the second order differential equation (1.1) when

O BJECTIVE AND APPROACH In this work, our main concern is to provide a stability and error analysis of high-order CFQM exponential integrators for the time integration of

We have stud- ied the relation between higher-order Lagrangian systems with constraints (nonholonomics and vakonomics) and higher-order Hamiltonian systems, the reduction by

In a similar way we can determine the cumulative fraction of clusters that host diffuse relic emission as a function of radio flux. 7 shows the cumulative fraction for different

Following this technique, the leaky wave complex solutions are found to match only the dominant modal function and, most importantly, are taken as the initial point of the real