In this paper we study the asymptotic behavior of global classical solutions to the Cauchy problem with initial data given on a semi-bounded axis for quasilinea
In the present paper,we develop initially the Frattini theory for Lie supertriple systems,obtain some properties of the Frattini subsystem and show that the int
Let G be a simple graph.A total coloring f of G is called E-total-coloring if no two adjacent vertices of G receive the same color and no edge of G receives the