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Q1) Data in the file logistic is given in the form (xi; yi)n , where xi 2 R 2, and yi 2 f 1; +1 g . 1 i=1 (y = +1; x; w) = and (y = 1; x; w) = 1+exp( (w(2)x(2)+w(1)x(1)+w(0))) L(w) = Pi Li(w), where Li(w) = log (yi; xi; w).…
Q1) Data in the file |
logistic |
is |
given in the form (xi; yi)n |
, where xi |
2 R |
2, and yi |
2 f |
1; +1 |
g |
. |
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1 |
i=1 |
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(y = +1; x; w) = |
and (y = |
1; x; w) = |
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1+exp( (w(2)x(2)+w(1)x(1)+w(0))) |
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L(w) = Pi Li(w), where Li(w) = |
log (yi; xi; w). [50 Marks] |
Let w = (w(2); w(1); w(0)) 2 R3. Let . Learn the optimal w for loss function
Q2) Data in the file linear is given in the form (xi; yi)ni=1, where xi 2 R, and yi 2 R. Let w = (w(1); w(0)) 2 R2. Learn the optimal w for loss function L(w) = Pi Li(w), where Li(w) = (w(1)xi + w(0) yi)2. [50 Marks]