In regularized linear regression, we choose 0 to minimize 1 J(e) = 2m 'i=1 j=1 What if 2 is set to an extremely large value (perhaps too large for our problem, say 1 = 1010)? Algorithm results in underfitting (fails to fit even the training set). Gradient descent will fail to converge. Ob. Algorithm fails to eliminate overfitting. Od. Algorithm works fine: setting 1 to be very large can't hurt it.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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In regularized linear regression, we choose 0 to minimize
1
m
n
J(0) = (ho(x0) – y0)² + 2
'i=1
j=1
What if 1 is set to an extremely large value (perhaps too large for our problem, say
1 = 1010)?
Algorithm results in underfitting (fails to fit even the training set).
Gradient descent will fail to converge.
O b.
Oc.
Algorithm fails to eliminate overfitting.
O d.
Algorithm works fine: setting 1 to be very large can't hurt it.
Transcribed Image Text:In regularized linear regression, we choose 0 to minimize 1 m n J(0) = (ho(x0) – y0)² + 2 'i=1 j=1 What if 1 is set to an extremely large value (perhaps too large for our problem, say 1 = 1010)? Algorithm results in underfitting (fails to fit even the training set). Gradient descent will fail to converge. O b. Oc. Algorithm fails to eliminate overfitting. O d. Algorithm works fine: setting 1 to be very large can't hurt it.
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