Скачать или смотреть Metaconnections mode in Chess Piece Vision

0:00 So far, the goal (of using physics such that the minimum-energy state the board converges to corresponds with the most accurate representation of chess piece move distance between nodes in Euclidean space) has been pursued by making each pair repel with the inverse-square law and each move pull its endpoints together with Hooke's law.



0:42 However, by searching for each node the number of moves it takes to reach each other one, and applying springs that both contract (red) and extend (cyan) to minimise their distance's disparity from the number of moves away their endpoints are, it can be converged towards much more quickly, without the repulsion, but with more computing power on large boards.



Shown is a 5*5 board, not related to the new mode but chosen because I like the minimum-energy state in 3D where the corners and the centre move to opposide ends.