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The network
learns the constraints even if 10% of the
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inputs are
missing.
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First
fill in the missing inputs randomly
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Then
use the back-propagated energy derivatives to
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slowly
change the filled-in values until they fit in with
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the
learned constraints.
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Why don’t the
corrupted inputs interfere with the
learning
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of the
constraints?
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The
energy function has a small slope when the
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constraint
is violated by a lot.
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So
when a constraint is violated by a lot it does not
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adapt.
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Don’t
learn when things don’t make sense.
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