Matterwave's latest activity

Yep!

What? What is your source for this claim?

$$\sum_{\sigma m} a_\sigma(\vec{k})\vec{\epsilon}_\sigma(\vec{k})\times [(-\vec{k})\times a_m(-\vec{k})\vec{\epsilon}_m(-\vec{k})]$$...

Got it. Then you might be interested in MuZero where they also added Atari games to the mix. :)

Yes, the rule to get the delta function doesn't work when the arguments are of opposite sign. You do have to be a bit more...

It does still work for ##\epsilon_{\sigma}(-\vec{k}) \cdot \epsilon_m(-\vec{k})## right? Just not ##\epsilon_{\sigma}(\vec{k}) \cdot...

Merely an interesting factoid. It was a revolutionary engineering accomplishment.

Sure, they wanted to show one system that excelled at multiple games. Were you referring to specifically AlphaZero in your question?

AlphaZero became both chess and go expert in just a few days.

Sorry! I forget about explaining lingo sometimes. APM = Actions per Minute.

:mad: I looked them up so y'all don't have to: random number generator. number that estimates a player's skill level based on their...

This is no problem for computers since Game Theory Optimal strategies (which can be stochastic, depending on the game) will beat any...

It's a two stone handicap because the AI doesn't get komi (it got 0.5 just to break ties). A 6.5-7.5 komi is typically added to white's...

Check eqn 5.79 again. Note that now you have ##\epsilon_m(-\vec{k})## you can't apply the rule to get ##\delta_{\sigma m}## anymore...

The cardinality of the power set of a set is strictly greater than the cardinality of the set. The power set exists by axiom of ZFC, and...