| Is There Hope? |
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| • | Is
there any hope for learning functions that are |
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| not
linearly separable? |
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| • | Yes,
but a perceptron network isn't enough. |
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| • | One
needs more than one layer of units between |
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| inputs
and outputs to compute other functions. |
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| • | With
enough "hidden" units (units within), any |
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| boolean
function is computable, and any |
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| continuous
function is approximable. |
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