Let us examine the behavior of the variance update in Equation (15.20). a. Plot the value of
Question:
a. Plot the value of Ï2t as a function of t, given various values for Ï2x and Ï2z.
b. Show that the update has a fixed point Ï2 such that Ï2t Ï2 as t, and calculate the value of Ï2.
c. Give a qualitative explanation for what happens as Ï2x 0 and as Ï2z 0.
Equation (15.20)
Transcribed Image Text:
(0? + o)o? Oi+1 (o? + o)24+1 + oži of + o?+o? and Ht+1 o? + o?+ o?
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a See Figure S1 53 b We can find a fixed point by solving for 2 Using the quadratic formula ...View the full answer
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Related Book For
Artificial Intelligence A Modern Approach
ISBN: 978-0136042594
3rd edition
Authors: Stuart Russell, Peter Norvig
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