5 ms·
The biologically-inspired nature of neural nets was a steady, mesmerizing flame for machine learning research. A chance to work on an extremely simple, provably
by samizdatum 12y ago
The biologically-inspired nature of neural nets was a steady, mesmerizing flame for machine learning research. A chance to work on an extremely simple, provably universal system that had embarrassingly obvious rhetorical implications for profound-sounding problems like the computability of consciousness, or the computational complexity of the human brain, proved too seductive for the legions of research-moths that flocked to bask in that alluring flame.
The initial flurry of research activity slowed to a background simmer, however. As a steady march of implementation problems was knocked down, it became clear that the limitations of neural nets were inherent to neural nets themselves, rather than any particular implementation detail. For example, the Lagrangians calculated by SVMs are provably convex, in contrast to the lack of a convexity guarantee for neural nets, which happily gradient descent into local minima. There were workarounds, of course, with regularization techniques, stochastic descent, etc. providing some measure of relief, but a migration of research interest away from neural nets seemed increasingly promising, and today, the migration seems largely complete.
- wall_words 12y ago> but a migration of research interest away from neural nets seemed increasingly promising, and today, the migration seems largely complete. What are you talking about? Deep learning is one of the hottest areas of research today, and a lot of it has to do with neural networks. NN's are the state of the art in several domains. Case in point: http://image-net.org/challenges/LSVRC/2014/results http://image-net.org/challenges/LSVRC/2014/results. All of the top entries use convolutional networks; in fact, almost all of the entries do. The fact that the loss function represented by a neural network can be highly nonconvex is what makes them so effective in the domains in which they are used. See this presentation by Yann LeCun for more info: http://www.cs.nyu.edu/~yann/talks/lecun-20071207-nonconvex.pdf http://www.cs.nyu.edu/~yann/talks/lecun-20071207-nonconvex.p... "ML theory has essentially never moved beyond convex models, the same way control theory has not really moved beyond linear systems. Often, the price we pay for insisting on convexity is an unbearable increase in the size of the model, or the scaling properties of the optimization algorithm ... This is not by choice: nonconvex models simply work better. Have you tried acoustic modeling in speech with a convex loss? ... To learn hierarchical representations (low-level features, mid- level representations, high-level concepts....), we need “deep architectures”. These inevitably lead to non-convex loss functions." This isn't to say that NN's are going to solve all our problems, but to say that there has been a shift in interest away from NN's is absurd.
- seanmcdirmid 12y agoParent might be living in the recent past. There was a migration away from NNs in the 90s/early 00s, then Hinton and other people brought it back to life...with a vengeance :)
- ozgung 12y agoExactly. The history of NN is full of ups and downs and it's becoming increasingly popular again the form of Deep Learning thanks to increasing cloud processing power and advancements by Hinton and others. Most to of the traditional criticism of NN is related to shallow nets. But deeper and far more complex structures like those in the animal brains are not explored enough. The next quantum leap is expected with the introduction of more specialized hardware such as neuromorphic chips: http://www.technologyreview.com/view/428235/intel-reveals-neuromorphic-chip-design/ http://www.technologyreview.com/view/428235/intel-reveals-ne... http://www.youtube.com/watch?v=pPk42xyNpSA http://www.youtube.com/watch?v=pPk42xyNpSA