Thanks buddy, I gotta get out more.
Do you think chess and mathematics are related?

bb_gum234 wrote:
PaullHutchh wrote:
big computer smash stupid smelly chess. computer big fast and big smart. chess big dumb dumb lose to big smart computer
I can tell you know a lot about it.
Obviously no one knows for sure. But it is inevitable maybe not in our life time, but I'd guess by 2200 at most. By 2050 alone it is expected that supercomputers will be able to simulate millions and possibly billions of human brains at once.

Yeah, that was a fun one. I spent more than half an hour on that puzzle.
Yes indeed. It kept me amused for a good two minutes myself.

Yes. Chess has a finite amount of moves. Eventually every move will be found by a super computer through calculation.
No, the number of possible positions and move sequences is finite but too large for a computer the size of the entire Universe.
To give you a data point, a tablebase of all possible five-man positions needs only a beggarly 7 gigabytes of storage. Add a sixth man, and the number of positions jumps to 1.2 terabytes... and it continues to get worse.

It's been an incestuous relationship from the beginning, and their offspring leave much to be desired.
Nowadays, the door to cheating has opened wide, unfortunately.
But it remains a happy, lifetime, addiction for most.
math is a pastime of slaves of system, while chess had come from heaven as a game of mind and life and is not a crazy activity or a brain killer

math is a pastime of slaves of system, while chess had come from heaven as a game of mind and life and is not a crazy activity or a brain killer
Congratulations! You showed a lack of understanding of both mathematics and chess!

@stuzzicadenti But the question was, is chess related to math, not "Are you related to a mathematician who taught you chess?"
Nice try though. :-)

There's a lot to mathematics beyond the world of calculus and college algebra. Unfortunately, many people stop after basic calculus and miss out on courses that begin to introduce proofs (beyond that of what a proof is shown to be in a basic geometry course). Pure math is a very imaginative field, not at all focused on computation.
I think there are some definite connections between pure mathematical thinking and chess. When I first took up chess I noticed a similarity between looking ahead at future moves and visualizing approaches to proving a statement in mathematics. To prove something directly, you must assemble a sequence of true statements in a logically sound order to reach an end conclusion. A lot of coming up with a proof (if possible) happens with thinking ahead to determine sequences that work. This is similar to chess, where you visualize sequences and ideas related to those sequences to reach and end goal, such as the win of material, or mate etc.
Also like in chess, to prove something, you don't just try every sequence you can think of; there's usually just too many. You have to understand a bigger picture of the idea behind a proof or a sequence of moves.
How would chess and math be related? Mathematically? Or by good moves?