Polynomial Learning of Distribution Families
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The study of Gaussian mixture distributions goes back to the late 19th
century, when Pearson introduced the method of moments to analyze the
statistics of a crab population. They have since become one of the most
popular tools of modeling and data analysis, extensively used in speech
recognition, computer vision and other fields. Yet their properties are
still not well understood.
In my talk I will discuss some theoretical aspects of the problem of
learning Gaussian mixtures. In particular, I will discuss our recent
result with Mikhail Belkin, which, in a certain sense, completes work on an
active recent topic in theoretical computer science by establishing quite
general conditions for polynomial learnability of mixture distributions.
This talk is part of the Microsoft Research Cambridge, public talks series.
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