Numerical Geometric Integration with HOMsPy

The main goal of research is to combine the power of two algorithms ACO and PSO. It proves its power and effectiveness towards solving the testing problems.

The main purpose in this paper for solving partial integro-differential equations (PIDE) by using double Elzaki transform , we convert the proposed PIDE to an algebraic equation

Framework Proposed Methodology Develop corporate strategy Goal Driven User Driven Data Driven Define KPI s of each business field Identify main business fields Identify target

The main goal of the proposed debugging framework is to reproduce faults of production microservice systems in debug environments and assist in finding root cause. For making

To improve convergence speed, algorithms which compute the steepest -descent direction by solving a quadratic program have been proposed.. In this paper we suggest to decouple

The main feature of the proposed DSS framework is that it has a strict separation of numerical and physical substructures, which can enable one to explicitly identify the relations

Two environments are chosen to demonstrate the main attributes of the proposed navigation framework. The first environment is inspired from corridor areas, where the goal is to

Here this study, therefor proposed two numerical methods for solving fractional integro differential equations and to recursively generate orthogonal polynomials which satisfy