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There is a near infinite number of such spaces.
by argonaut 11y ago
There is a near infinite number of such spaces.
- ogrisel 11y agoI don't understand why would the "number of spaces" matters. What matters is can you design a learning algorithm that performs well in interesting spaces such as: - discrete spaces such as atari games and go, - continuous spaces such as driving a car, controlling a robot or bid on a ad exchange.
- argonaut 11y agoA really really large number of distinct decisions that need to be made. A car only needs to control a small set of actions (wheels, engine, a couple others I'm missing). A game player only needs to choose from a small set of actions (e.g. place piece at position X, move left/right/up/down/jump).