2.27) Show that image averaging can be done recursively. That is, show that if a(k) is the average of k images, then the average of k + 1 images can be obtained from the already-computed average, a(k), and the new image, fg+1. Hint: the average of k images is a(k) = -E}=1fj

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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2.27) Show that image averaging can be done recursively. That is, show that
if a(k) is the average of k images, then the average of k + 1 images can be
obtained from the already-computed average, a(k), and the new image, fg+1.
Hint: the average of k images is a(k) = -Ej-1fj
- %3=
Transcribed Image Text:2.27) Show that image averaging can be done recursively. That is, show that if a(k) is the average of k images, then the average of k + 1 images can be obtained from the already-computed average, a(k), and the new image, fg+1. Hint: the average of k images is a(k) = -Ej-1fj - %3=
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