I'm not sure exactly what you mean when you say "goes into a vertex as another edge." However, in general, two edges that meet at a vertex are never colored using the same color regardless of the angle between them. I hope this helps!
If you want a graduate level detailed text, then I think "Graph Theory" by Reinhard Diestel is a good option. If you want an undergraduate level book, then it's a little more murky. There are several options each with their pros and cons. I don't really recommend one over another.
how many colors can we put in a rainbow path? does it depends on the user?
Great video!
Thanks
SO let me get this straight if an edge goes into a vertex as another edge then those two edges cannot be the same no matter what angle they go in at?
I'm not sure exactly what you mean when you say "goes into a vertex as another edge." However, in general, two edges that meet at a vertex are never colored using the same color regardless of the angle between them. I hope this helps!
can you recommend a good text book for learning graph theory??
If you want a graduate level detailed text, then I think "Graph Theory" by Reinhard Diestel is a good option. If you want an undergraduate level book, then it's a little more murky. There are several options each with their pros and cons. I don't really recommend one over another.
Please make a video on *****Rainbow coloring of graphs*****. I have a project on this topic but I cant understand this. I think you only can help me!
Thanks mate!
No problem! Glad you liked it.
thanks to explain so perfect
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