george jetson I think you are missing that I do not claim to have 100% math proof that chess is a draw. Nobody has such a proof and it is very unlikely that anybody ever will have 100% math proof that chess is a draw.
What we have is indications and evidence. And these and my own chess experience make me 99% certain that chess is a draw. In fact I would bet my life on it.
It does not matter who has the burden of proof that chess is a draw or is not a draw because we will never have 100% proof so it is a moot question.
Yes, chess playing by computers is getting stronger and yes eventually there will be little to play for at the very top levels. This is a prediction.
That chess at the top level is becoming more and more drawish is my hypothesis and it is standing up to fact.
There are many who insist that they do not know if chess is a draw or not because it has not been proveen 100%. Fine you do not know. I do not know 100% but I am not afraid to give an opinion based on several different factors.
As for closing this forum--I am all for it as we seem to be talking through each other One side says chess cannot be proven a draw and nobody disagrees with that. The other side says that while chess cannot be proven to be a draw 100% math wise the evidence is overwhelming that , in fact, chess is a draw. So you can have people undetermined which means there is no math proof and that includes me. But also people who are willing to say that the evidence points one way.
I would be glad to close this thread as it makes some people upset.
However chess.com will not just let me close the thread.
Smylov : I disagree. I do not claim chess is not a draw. I claim we don't know if chess is a draw and I also claim it is a terribly hard problem. The burden of proof is on the person who says chess is a draw. But I don't really think the discussion is about finding a proof that chess is or is not a draw, it's more about the motivations that one can have to believe chess is drawn and the arguments that can be opposed to these motivations.
non proven math statements are called conjectures. They are never accepted as long as they are not proven. Sometimes one will base his work on admitting a conjecture, but he fully knows that if this conjecture is disproven one day, all his work will become flawed and unusable. Axioms have a special status. They are not proven because they are the basic rules of maths. Asking to prove an axiom would be like asking to prove that bishops move diagonaly. You can't answer anything else than "that is how it works."
I don't know what specialists you are talking about. The game theorists are unanimous that we don't know the answer. Some will say they think chess is likely a draw, but I dare you to find one who will strongly afirm that.