Journal of Engineering and Applied Sciences

Year: 2017
Volume: 12
Issue: 8 SI
Page No. 8417 - 8420

A Generalization of a Quasi-Homogeneous Polynomial Gradient System

Authors : Ana-Magnolia Marin-Ramirez, Ruben-Dario Ortiz-Ortiz and Cristian-Fabian Baron-Pertuz

Abstract: In this study, we find Dulac functions for a quasi-homogeneous polynomial gradient system and several systems. Using quasi-homogeneous polynomial system theory, we prove non-existence of periodic orbits at the first quadrant on the plane for a gradient system.

How to cite this article:

Ana-Magnolia Marin-Ramirez, Ruben-Dario Ortiz-Ortiz and Cristian-Fabian Baron-Pertuz, 2017. A Generalization of a Quasi-Homogeneous Polynomial Gradient System. Journal of Engineering and Applied Sciences, 12: 8417-8420.

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