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2h
answered Finding the equivalence classes of a relation R
2h
comment Math: A discovery or a creation?
I'm voting to close as primarily opinion-based
6h
answered Given a complete graph of n vertices Kn (has all possible edges – one edge between pair of vertices).
7h
comment How many scientists can survive?
These are the reasons why most problems have to specify there are no surfaces, scientists cannot take of headbands etc etc etc. I wish these sort of answers never came up because stating the problem would be a lot easier.
7h
comment How many scientists can survive?
No clue, +1${}{}{}{}$
23h
comment How many scientists can survive?
My Point is there is no límit to the ammount of information.
23h
comment How many scientists can survive?
Ok, although if you can say any number the problemas males no sense, just give a number which produces a vídeo explaining what everyone mudt say when processed by a computer.
23h
comment How many scientists can survive?
Since this makes it posible to communicate anything.
23h
comment How many scientists can survive?
This works if the scientist can say numbers above 101 which seems weird.
23h
comment How many scientists can survive?
must the number said by a scientist be a number between $1$ and $101$?
1d
comment How many scientists can survive?
That problem seems very similar.
1d
comment How many scientists can survive?
youtube.com/watch?v=K4pocYXOmTQ
1d
answered How many scientists can survive?
1d
comment Dilworth's theorem
the Marriage theorem?
1d
comment Use Induction to Show $(1+a)^n \ge 1 + na$
This is called Bernouli inequality
1d
comment about complement of a graph
What sort of condition are you looking for? Clearly if $k=n$ or $k=n-1$ the complement will be disconnected, for any other $k$ we can find examples that make the complement connected.
2d
answered Determine the Kernel and Homomorphisms
Apr
17
comment Albert, Bernard and Cheryl popular question (Please comment on my theory)
This is the solution to case 2 which I already purveyed un the body of muy post. Here ate math syackexchangewe emcourage user to read the questions before answering. Although I appreciate the effort.
Apr
17
accepted Albert, Bernard and Cheryl popular question (Please comment on my theory)
Apr
17
comment Albert, Bernard and Cheryl popular question (Please comment on my theory)
Thank you for your valuable input.