"10^7 nodes/second/engine * 16 engines/grandmaster * 17 grandmasters * 3600 seconds/hour * 24 hours/day * 365.25 days/year * 2 years = 1.7 * 10^17 positions"
and there it is. your famous calculation error.
a node isnt a full chess position evaluated.
the 10 million nodes you cite are to evaluate a SINGLE position.
so by your math, we have 20 million years to go.
A node is a position, but only with a very superficial evaluation. The permanent problem with @tygxc's ideas is that there are no reliable evaluations, just chess players' "good enough to probably be right" evaluations. 1.7x10^17 nodes is laughably inadequate to solve chess. It is for example, only adequate to search 38.5 full moves where there are just 2 non-transposing choices examined per move!
More relevant to a proper analysis, this is the same number of moves with one side only looking at one choice and the other at only four choices. Both the depth and the number of choices are farcically inadequate.
yeah he claims that each node has 95-99% accuracy, when the paper he cites for it actually attributes the 95-99% accuracy to the entire engine that uses the nodes at about 1 move per second/minute.
"10^7 nodes/second/engine * 16 engines/grandmaster * 17 grandmasters * 3600 seconds/hour * 24 hours/day * 365.25 days/year * 2 years = 1.7 * 10^17 positions"
and there it is. your famous calculation error.
a node isnt a full chess position evaluated.
the 10 million nodes you cite are to evaluate a SINGLE position.
so by your math, we have 20 million years to go.
A node is a position, but only with a very superficial evaluation. The permanent problem with @tygxc's ideas is that there are no reliable evaluations, just chess players' "good enough to probably be right" evaluations. 1.7x10^17 nodes is laughably inadequate to solve chess. It is for example, only adequate to search 38.5 full moves where there are just 2 non-transposing choices examined per move!
More relevant to a proper analysis, this is the same number of moves with one side only looking at one choice and the other at only four choices. Both the depth and the number of choices are farcically inadequate.