Would you be able to make more contents in Graph theory? As I search through the entire RUclips videos, you're the only one that provides lessons on graph theory at undergrad level of top universities. Others videos are sometimes too shallow unlike yours.
OK, so if a graph is NOT planar, how can we do the best that we can and draw it with the SMALLEST POSSIBLE number of edge crossing on a plane? Is there any systematic way to "untangle" a graph to make it at least sort-of planar?
Thanks for watching! I'm not sure what you mean by perfect code? Edit: I just did a search, apparently it's a thing, but it's not a thing I am familiar with!
Would you be able to make more contents in Graph theory? As I search through the entire RUclips videos, you're the only one that provides lessons on graph theory at undergrad level of top universities. Others videos are sometimes too shallow unlike yours.
Thank you so much, I was struggling in this lesson on Discrete math and your video helped me a lot.
You're very welcome, I am glad it helped and thanks for watching!
How'd the rest of your class go?
The video flows so smooth! Thank you sir!
My pleasure, thanks for watching!
And speaking of smooth flow, check out my math rap channel if you haven't! ruclips.net/channel/UCQ2UBhg5nwWCL2aPC7_IpDQ
This was some good plane fun!
hey wrath of math great videos man keep it up appreciate it ca u make videos about physics like solid angle etc
OK, so if a graph is NOT planar, how can we do the best that we can and draw it with the SMALLEST POSSIBLE number of edge crossing on a plane? Is there any systematic way to "untangle" a graph to make it at least sort-of planar?
Im need complet lecture about planar graph pdf..??
Sir please explain basic praposnality therom
Is there any class about the perfect code on graph ?
Thanks for watching! I'm not sure what you mean by perfect code? Edit: I just did a search, apparently it's a thing, but it's not a thing I am familiar with!
This follows from KUROTAWASKI TH.