Probabilities, Greyscales, and Histograms
[Pages:50]Probabilities, Greyscales, and Histograms:
Chapter 3a G&W
Ross Whitaker (modified by Guido Gerig)
School of Computing University of Utah
1
Goal
? Image intensity transformations ? Intensity transformations as mappings ? Image histograms ? Relationship btw histograms and
probability density distributions ? Repetition: Probabilities
? Image segmentation via thresholding
2
Intensity transformation example
g(x,y) = log(f(x,y))
g(x1,y1) = log ( f(x1,y1) )
f(x1,y1)
g(x1,y1)
f(x2,y2)
g(x2,y2)
g(x2,y2) = log ( f(x2,y2) )
?We can drop the (x,y) and represent this kind of filter as an intensity
transformation s=T(r). In this case s=log(r)
-s: output intensity
-r: input intensity
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Intensity transformation
s T (r)
4
? 1992?2008 R. C. Gonzalez & R. E. Woods
Gamma correction
? 1992?2008 R. C. Gonzalez & R. E. Woods
s cr
5
Gamma transformations
6
? 1992?2008 R. C. Gonzalez & R. E. Woods
Gamma transformations
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? 1992?2008 R. C. Gonzalez & R. E. Woods
Piecewise linear intensity transformation
?More control ?But also more parameters for user to specify
?Graphical user interface can be useful
8
? 1992?2008 R. C. Gonzalez & R. E. Woods
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