All planar quadratic and cubic quasi-homogeneous non-homogeneous polynomial systems are shown to reduce to three homogeneous systems, and their global phase portraits are classified into a finite list of topological types.
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Global Dynamics Of Quadratic And Cubic Planar Quasi-homogeneous Differential Systems
All planar quadratic and cubic quasi-homogeneous non-homogeneous polynomial systems are shown to reduce to three homogeneous systems, and their global phase portraits are classified into a finite list of topological types.