Isnt the V shaped figure with three vertices and the straight line with three vertices identical/embeddable to each other? If you flatten V out it becomes a straight line.
No you cannot flatten it out. They are different. The bottom middle dot is the common ancestor for the V shaped tree, while the bottom dot is the common ancestor for the vertical straight tree. And in the V shaped tree the top 2 dots are unrelated to each other, while the vertical one the second top dot is the common ancestor of the top dot.
Since tree and TREE are so large and thus have a large number of digits, what are the chances the exact sequence of digits of grahams number appears in them? 99.99999…%?
@@carbrickscity my bad. I had gotten confused with the question for the other poster and thought s/he was referring to your illustration of tree notation.
"Homeophobically" 😂
I realized lol
Yo when is new googology video gonna come
@@carbrickscity Good thing you didn't say "homophobically"
Oh that’s so cool! I’ve been wondering about the weak tree function for quite a while, now!
Someone should eventually develop an actual TREE game it would be fun
Fun fact, I found this lower bound for tree(3) a few years back. I can outline the sequence if anyone is interested.
Sure.
You should make a video about the block subsequence theorem if you havent already, i think its really interesting
Please make a tutorial on BAN(Bird's Array Notation) because i cant understand it on googology wiki
Isnt the V shaped figure with three vertices and the straight line with three vertices identical/embeddable to each other? If you flatten V out it becomes a straight line.
No you cannot flatten it out. They are different. The bottom middle dot is the common ancestor for the V shaped tree, while the bottom dot is the common ancestor for the vertical straight tree. And in the V shaped tree the top 2 dots are unrelated to each other, while the vertical one the second top dot is the common ancestor of the top dot.
what will be next? hyperfactorial array notation?
Since tree and TREE are so large and thus have a large number of digits, what are the chances the exact sequence of digits of grahams number appears in them? 99.99999…%?
Don't know. Depends on how random the digits are in all these numbers.
@@carbrickscity random
We don't know if they are random though.
TREE FREE
TREE FOR
TREE FIEV
TREE TREE FREE
SSCG FREE!
Bro new googology
what camera used?
Regular phone camera.
What does that notation at the bottom mean?
Kinda works like the FGH. Hard to explain here in the comment.
Those are the possible amount of trees.
Don't know what you are referring to then.
@@carbrickscity my bad. I had gotten confused with the question for the other poster and thought s/he was referring to your illustration of tree notation.