Union Intersection Ring sum and Complement of graph | Operations on Graph | GATECSE | Graph Theory
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- เผยแพร่เมื่อ 26 ส.ค. 2024
- #OperationsonGraph, #graphoperations
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The union of two graphs (G_1 ) and (G_2 ) creates a new graph with all vertices and edges. The intersection of two graphs (G_1 \cap G_2) results in a new graph with common vertices and edges. The ring sum of two graphs (G_1 \oplus G_2) combines the two original graphs by choosing a vertex from each and removing edges. The complement of a graph (G) contains the same set of vertices as G but different edges. The complement can be obtained by adding missing edges and removing present edges from the complete graph.
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Aapne Union m vertex 3 & vertex 6 m, edge (k) draw ni ki
best explanation ,easy to understand thank uuu soo much
Very easy to understand thanks alot sir
Nice
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Wt to do if the edges are not named, only vertex is given name.....
We can't find loop in that case know ..?
Thank you reallllyyy😊😊😊😊😊
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