Re: Is a \"perfect strategy\" possible?
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It's very easy to mathematically prove such a strategy exists. Finding such a strategy is, of course, practically intractable.
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Could you expand on this? What kind of mathematics would be involved?
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I think there is a difference between an unexploitable strategy and a perfect strategy.
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Yeah, this is what I was getting at. I guess I was asking about an unexploitable strategy. It's clear that a perfect strategy tailored to our specific opponent would at least break even. But an unexploitable strategy would be one that isn't tailored to any specific opponent. I just wonder if it's possible to come up with such a strategy and at least break even regardless of what our opponent does.
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