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Next: Gaussian Processes, Support Vector Up: Statistical inference and neural Previous: Bayesian nonparametric modelling

Online learning

D Barber, D Saad, and P Sollich. Finite size effects in online learning of multilayer neural networks. Europhysics Letters, 34:151-156, 1996.
Abstract and full paper

D Barber, P Sollich, and D Saad. Finite size effects in on-line learning in multilayer neural networks. In S W Ellacott, J C Mason, and I J Anderson, editors, Mathematics of Neural Networks: Models, Algorithms and Applications, pages 84-88, Boston, MA, 1997. Kluwer Academic.
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P Sollich and D Barber. Online learning from finite training sets: An analytical case study. In M C Mozer and M I Jordan and T Petsche, editors, Advances in Neural Information Processing Systems 9, pages 274-280, Cambridge, MA, 1997. MIT Press.
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P Sollich and D Barber. Online learning from finite training sets. Europhysics Letters, 38:477-482, 1997.
Abstract and full paper

P Sollich and D Barber. Online learning from finite training sets in non-linear networks. In M I Jordan, M J Kearns, and S A Solla, editors, Advances in Neural Information Processing Systems 10, pages 357-363, Cambridge, MA, 1998. MIT Press.
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P Sollich and D Barber. Online learning from finite training sets and robustness to input bias. Neural Computation, 10:2201-2217,1998.
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D Barber and P Sollich. On-line learning from finite training sets. In D Saad, editor, On-line learning in neural networks, pages 279-302, Cambridge, 1998. Cambridge University Press.
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H C Rae, P Sollich, and A C C Coolen. On-Line Learning with Restricted Training Sets: Exact Solution as Benchmark for General Theories. In M S Kearns, S A Solla, and D A Cohn, editors, Advances in Neural Information Processing Systems 11, pages 316-322, Cambridge, MA, 1999. MIT Press.
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H C Rae, P Sollich, and A C C Coolen. On-Line Learning with Restricted Training Sets: An Exactly Solvable Case. Journal of Physics A, 32:3321-3339, 1999.
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next up previous
Next: Gaussian Processes, Support Vector Up: Statistical inference and neural Previous: Bayesian nonparametric modelling
Last updated Mon Oct 17 2016
Contact: Peter Sollich
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