Graph Theory |A connected graph is Euler graph if and only if each of its vertices is of even degree

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#11 A given connected graph G is Euler graph if and only if all the vertices of G are of even degree #11 A given connected graph G is Euler graph if and only if all the vertices of G are of even degree
18 - Proof - "A connected graph G is Eulerian IFF all the vertices of G are of even degree" 18 - Proof - "A connected graph G is Eulerian IFF all the vertices of G are of even degree"
Graph Theory: Eulerian Graphs Graph Theory: Eulerian Graphs
A connected Graph is Eulerian iff the degree of each vertex of G is Even. A connected Graph is Eulerian iff the degree of each vertex of G is Even.
Proof for even degree implies graph is eulerian Proof for even degree implies graph is eulerian