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== Subtopic 1: [[ECE637_optical_imaging_systems_intro_S13_mhossain|Introduction to Optical Imaging Systems]] ([[ECE637_optical_imaging_systems_intro_S13_mhossain|More...]])==
 
== Subtopic 1: [[ECE637_optical_imaging_systems_intro_S13_mhossain|Introduction to Optical Imaging Systems]] ([[ECE637_optical_imaging_systems_intro_S13_mhossain|More...]])==
  
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<youtube>SVa5YSJCAoY</youtube>
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* [[ECE637_optical_imaging_systems_intro_S13_mhossain|Accompanying Lecture Notes]]
 
* [[ECE637_optical_imaging_systems_intro_S13_mhossain|Accompanying Lecture Notes]]
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== Subtopic 2: [[ECE637_optical_imaging_systems_lens_S13_mhossain|Lenses]] ([[ECE637_optical_imaging_systems_lens_S13_mhossain|More...]])==
 
== Subtopic 2: [[ECE637_optical_imaging_systems_lens_S13_mhossain|Lenses]] ([[ECE637_optical_imaging_systems_lens_S13_mhossain|More...]])==
  
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Revision as of 08:36, 9 April 2013


Topic 1: Optical Imaging Systems

keyword: ECE 637, digital image processing 

All Notes -> Optical Imaging Systems


This set of notes is on Lecture 4 of the series and covers Optical Imaging Systems. You can watch the unedited video here. Professor Bouman's Course notes on this topic can be found here.



Subtopic 1: Introduction to Optical Imaging Systems (More...)


Subtopic 2: Lenses (More...)



Subtopic 3: Space Domain Models for Optical Imaging Systems (More...)



References

  • Bouman, Charles. Digital Image Processing I. Purdue University. Spring 2013. Lecture.

Back to the "Bouman Lectures on Image Processing" by Maliha Hossain

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Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

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