grumpy-buffalo
Re:Yann LeCun's comment on AlphaGo and true AI
on Monday March 14, 2016 @12:43AM (#11281121)
I wish the term "true AI" were replaced with "strong AI" or "artificial general intelligence" or some such term. We already have true AI - it's a vast, thriving industry. AlphaGo is obviously a true, legitimate, actual, real, nonfictional example of artificial intelligence, as are Google Search, the Facebook Newsfeed, Siri, the Amazon Echo, etc.
Re:Lee Sedol Beats AlphaGo in Game 4
on Sunday March 13, 2016 @09:50AM (#11277680)
How about just for playing a good game of Go?
Re:A Course on Automata Theory
on Thursday August 20, 2015 @04:49AM (#10090618)
If you're interested in computational complexity theory, I recommend "Computational Complexity" by Christos Papadimitriou. It's a classic, though it's a bit dated.
Re:The Banach–Tarski Paradox [video]
on Sunday August 02, 2015 @10:23PM (#9993378)
There are plenty of senses in which infinity IS a number -- or rather, many numbers. See e.g. the Wikipedia articles on cardinal numbers, ordinal numbers, hyperreal numbers, and surreal numbers.
Re:Prime Explorer
on Wednesday April 01, 2015 @02:42PM (#9305840)
Primes ARE fundamentally predictable, in the following very strong sense: There is a deterministic polynomial time algorithm for checking whether a number is prime (i.e. the runtime is polynomial in the number of digits of the number being tested.) http://en.wikipedia.org/wiki/AKS_primality_test
Re:What’s So Great about Continued Fractions?
on Sunday March 22, 2015 @04:43PM (#9248142)
Careful -- because R is uncountable, there is no system for representing arbitrary irrational numbers with finite strings. All irrational numbers with periodic continued fractions are quadratic irrationals, i.e. they can be written as A + B sqrt(C) where A, B, C are all rational. And of course, that formula immediately provides a much more straightforward way to represent such irrational numbers by finite strings!
Re:Why Our Children Don't Think There Are Moral Facts
on Friday March 13, 2015 @08:15PM (#9200909)
Could you please explain why you think this guy's questions are stupid? They seemed like good questions to me. His son's school's definitions of "fact" and "opinion" seem to not be mutually exclusive, which seems to contradict the implicit assumptions in the exercises assigned to the students.