ON DIRECTED GRAPHS WITH L2 DIRECTED TOPOLOGICAL SPACES

Hakeem A. Othman, Ahmed Ayache, Amin Hamoud Saif

Abstract


Here we give the notion of L2 directed topological spaces of directed graphs, and some results about this notion such as Alexandroff property. Next, we study the form of L2 directed topological space on E-generated subdirected graphs and their relation with the relative topologies.

The relations between some fundamental properties in topological spaces with their corresponding properties in graphs such as the isomorphically and connectedness are introduced.

 

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