When minimizing the sum of squared errors 2 J(w) = minw C'ï1 (f(x;; w) - Y;) for Least Mean Squares we want to Yi update our weights using which of the following: O the closed form equation O the postive gradient O the negative gradient O the integral

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
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Online learning is when we update our model based on
one data sample at a time
all data samples
none of the above
a subset of data samples
Transcribed Image Text:Online learning is when we update our model based on one data sample at a time all data samples none of the above a subset of data samples
When minimizing the sum of squared errors
2
J(w) = minw Σm²1 (f(x;; w) - Yi) for Least Mean Squares we want to
i=1
уi
update our weights using which of the following:
the closed form equation
O the postive gradient
O the negative gradient
the integral
Transcribed Image Text:When minimizing the sum of squared errors 2 J(w) = minw Σm²1 (f(x;; w) - Yi) for Least Mean Squares we want to i=1 уi update our weights using which of the following: the closed form equation O the postive gradient O the negative gradient the integral
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