Monday April 7
We reiterated the definition of a graph (V,E) and the degree of a vertex.
We gave a couple of definitions of "regular graph", in which all vertices have the same degree.
I drew two examples thereof, one being the Petersen graph:
We defined bipartite graph and subgraph, and started proving that subgraphs of bipartite graphs are themselves bipartite.
We gave a couple of definitions of "regular graph", in which all vertices have the same degree.
I drew two examples thereof, one being the Petersen graph:
We defined bipartite graph and subgraph, and started proving that subgraphs of bipartite graphs are themselves bipartite.
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