It's not that [Go] is difficult for computers to understand, it's just that it has a massive search space, so it's difficult for the computer to know which moves are most advantageous in the long run.
You seem to be saying that computers get Go, but there's this little problem that prevents them from doing well. I'm sorry to inform you, but "know[ing] which moves are most advantageous in the long run" is the entirety of understanding a game.
The only way I can see computers as basically "getting" Go is that Go is a turn-taking, deterministic game of perfect information, so in theory, all you have to do is solve the game tree and tada, winning strategy. Wikipedia gives the "game tree complexity" of Go (number of nodes in the tree?) as being on the order of 10^360. With maybe 10^80 fundamental particles in the known universe (rough estimate, sourced from Wikipedia also), I don't think Moore's law is gonna help a lot here.
Why don't you put your money where your mouth is, so to speak, and give an example of an important open problem in philosophy that can be solved with insights from CS? A concrete, complete example.
(Sorry to jump into the action so late, but I greatly sympathize w/the "Computer Science has figured a lot of your shit out in practice, Philosophers" idea.)
Here, for you, is a concrete example:
I was taking a data mining class. My friend was taking a religion/philosophy kind of a class, don't remember the topic. In one particular week, I was studying the original Google algorithm (PageRank), which, if you're unfamiliar w/it, works like this (Though there are other equivalent ways to describe it.):
In my friend's class, on the other hand, they were discussing nominalism, and, from the sounds of it, they were... going in circles. Of course I only have the 2nd hand version of it, but I heard a thought experiment along the lines of:
My friend's mind was totally boggled that in my class we had taken a similar (but much more concrete problem), and by formalizing it and applying linear algebra, we got rid of the circularity and came up with a useful answer.
So, there you go, a concrete example. Here are some caveats to head off certain responses:
So, in conclusion, I think the point to be made is not that philosophy is worthless. I think what ShakaUVM was getting at (certainly the point I would be trying to make) is that people should not sit on their asses marveling at the intractability of an abstract problem when other people are solving concrete cases of that problem IRL. Because at that point, the only thing preventing you from resolving your argument is an unwillingness to get down to brass tacks. Bitches.
Honesty is for the most part less profitable than dishonesty. -- Plato