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![Histogram Processing
• Intensity levels in the range [0, L-1]
• Discrete function h(rk)=nk
• Histogram Normalization
• p(rk)=nk/MN
• Horizontal axis – intensity values rk
• Vertical axis - h(rk)=nk
• or p(rk)=nk/MN
• Four Basic image types Histogram](https://image.slidesharecdn.com/intensitytransformation-220622022302-616ab9f0/75/intensitytransformation-ppsx-2-2048.jpg)








The document discusses intensity transformation and spatial filtering techniques for image processing. It describes histogram processing, where the intensity levels of an image are represented as a discrete function and the histogram is normalized. Histogram equalization is then explained as a technique that maps the intensity levels of an input image to produce a uniform distribution in the output image. This is done by using a strictly monotonically increasing transformation function and the inverse formulation to map each intensity value to a new value. An example demonstrates histogram equalization on an image with a non-uniform probability density function.

![Histogram Processing
• Intensity levels in the range [0, L-1]
• Discrete function h(rk)=nk
• Histogram Normalization
• p(rk)=nk/MN
• Horizontal axis – intensity values rk
• Vertical axis - h(rk)=nk
• or p(rk)=nk/MN
• Four Basic image types Histogram](https://image.slidesharecdn.com/intensitytransformation-220622022302-616ab9f0/75/intensitytransformation-ppsx-2-2048.jpg)






