

| pval(e, Likes) = | |
| f(w0 + w1val(e, H1) + w2val(e, H2)) | |
| val(e, H1) = | |
| f(w3 + w4val(e, Culture) + w5val(e, Fly) | |
| + w6val(e, Hot) + w7val(e, Music) | |
| + w8val(e, Nature)) | |
| val(e, H2) = | |
| f(w9 + w10val(e, Culture) + w11val(e, Fly) | |
| + w12val(e, Hot) + w13val(e, Music) | |
| + w14val(e, Nature)) | |
ErrorE(w) = \(\sum\)e \(\in\) E(pew - oe)2
wi \(\leftarrow\) wi - \(\eta\) \(\partial\)error(wi)/\(\partial\)wi
(error(wi + \(\Delta\)) - error(wi))/\(\Delta\)
f '(x) = f(x)(1 - f(x)) + chain rule
| 
 
 | 
 | 
(w0, w1, \(\ldots\), wk) = (-15, 10, \(\ldots\), 10)



d(x, y) = (\(\sum\)A wA(xA - yA)2)0.5
| This page last modified on 2011 November 9. |