It was very adversarial.

And finally, is it adversarial?

Solitaire games are not adversarial.

It makes it adversarial it's polarizing.

Finally, we distinguish benign versus adversarial environments.

Do they have an unknown environment? Are they adversarial?

There's the proponent and the opponent in an adversarial, dialectical argument.

Notice that many games are adversarial, but some games are not.

The game of poker is this partially observable, stochastic, continuous, or adversarial?

No opposition, no adversariality not necessarily any arguing in the adversarial sense.

Specifically, something like the DARPA Grand Challenge might be adversarial or not.

Then you can argue back and forth whether it's adversarial or not.

I wish to know whether it is partially observable, stochastic, continuous, or adversarial.

When I'm talking about arguments, that's probably what you thought of, the adversarial model.

In most cases we don't treat it as adversarial. We don't think about it.

But somethings about robotics is indeed adversarial and to some extent driving is as well.

If you think it's stochastic, check this one, continuous, check this one, adversarial, check this one.

The environment may be stochastic, yes or no, and it may be adversarial, yes or no?

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I gave you 4 key attributes of intelligent agents (partial observability, stochasticity, continuous spaces, and adversarial natures),

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