ISOMORPHISMS and BIPARTITE GRAPHS - DISCRETE MATHEMATICS
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- čas přidán 11. 05. 2015
- In this video we look at isomorphisms of graphs and bipartite graphs. We also look at complete bipartite graphs and their complements.
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day 3 of 3 {studying for final}
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Thanks a lot
do you have a video about homomorphism?
I got my discrete mathematics exam tomorrow so I’m watching this the night before to try and dream about it get some more studying in 😂😂😂
How can i prove that the graphs Kn_1,...,n_m and Kr_1,...,r_m, where r_i is a reaganization of n_i are isomorphic?
could you please do a tutorial on discrete geometry
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The difficulty is to understand why there is such function for an edge or a nodal point. Exactly that’s why I am here watching this video
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I know this video is 8 - 9 years old but if anyone knows, the teacher said that Kn equals to n(n+1)/2 (which is the formula for sum of numbers from 1 to n) but in previous video maximum number of vertices (in other saying, number of vertices in Kn) equals to v choose 2
why is there a difference or did i miss something
i think they mean the same thing
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artificial neural networks -> complete bipartite graphs
Bipartite graph: Think Chinese menu, one from column A, one from column B.
Complete bipartit graph looks like neural network...hmm must connect the dots lol
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