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Comment · 8 years ago
Comment · 8 years ago
This is a huge deal. It smells a lot to me like Cambridge Analytica, but even worst.

>The service can find the whereabouts of almost any cellphone in the country within seconds. It does this by going through a system typically used by marketers and other companies to get location data from major cellphone carriers, including AT&T, Sprint, T-Mobile and Verizon, documents show.

Comment · 8 years ago
Having been on a project with a 100x tech lead who rarely wrote code (but every time it was amazing) due to their leadership position, followed (and preceded now that I think about it) by a project where the tech lead was a 10x engineer who wrote tons of solid, bug-free code ,but was not really a great tech lead, this is 100% true. The difference between the projects were night and day.

The defining feature of the 100x tech lead for me was their ability to do code reviews-- with a tilt of the head, they would point out something that no one else thought of and helped make the code better. I really wish I had the ability to review code that way that 100xer did.

Comment · 8 years ago
You are not off base at all, thanks for clarify and sorry for the confusion, I did not mean to say it was using gradient descent. It's been a while. The term I was thinking of was multiple "simulated annealing".
Comment · 8 years ago
Having studied this extensively back when they were called Genetic Algorithms, I would like to offer a few insights.

1) One of the biggest reasons they fell out of favor for more "mathematical" approaches was that no one could really explain why exactly they worked. It makes sense on the surface that "survival of the fittest" and doing something akin to multiple stochastic gradient descents would work, but no one has really been able to produce a mathematical proof as to why.

Since other folks are producing good examples of "explainable AI", I don't know how Genetic Algorithms/programming could be made 'explainable' as to why they achieved an optimal solution other than hand-waving to how evolution works in nature.

2) The most important thing to define is the fitness function, this defines what the search space looks like and how easily a globally optimal solution can be derived. For a good example of an interesting search space that a genetic program would have a difficult time with, see Schwefel functions [0]. Back when I researched these things closely, my intuition was that reality rarely fits neatly into good fitness functions and I felt that at the point you are understanding the problem, you may just be better off with a direct approach, which leads to

3) Genetic programming should only really be considered when there are no known alternatives or they are way too computationally expensive.

In either case, I would welcome a resurgence in a topic I once knew quite well, though I haven't been in that field for a few years now.

[0] https://jamesmccaffrey.files.wordpress.com/2011/12/schwefels...

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