6.344 Digital Image Processing
Spring 2017
Instructor: Vivienne Sze
TA: Tien-Ju Yang
Lecture:
Tuesday and Thursday, 11 AM -12:30 PM
(Location: 35-310)
Office Hour: Monday 4-5 PM and Wednesday 3-4 PM
(Location: 24-310)
Midterm Exam: March 23rd, 11 AM - 1 PM
(Location: 35-310)
MATLAB Tutorial: February 8th, 6 PM - 8 PM
(Location: 34-302)
Midterm Review: March 20th, 6 PM - 8 PM
(Location: 32-124)
Information:
Topics covered include
* fundamentals of image processing (filtering, DFT, DCT, DFT,
convolutional neural nets, etc.)
* applications of image processing (image restoration, image
enhancement, image compression)
* implementation of image processing (software [MATLAB],
hardware).
The class will have problem sets, a midterm and a final project.
The detailed syllabus will be available during the first class.
Announcements
Course Wrap-Up
Hi All,It was great to see all your project presentations last week. I hope you will all be able to use the skills you have learned from this course in your future endeavors.
I also wanted to thank Tien-Ju for all of his help with the course this year! He was instrumental in helping to add new material on CNNs into the problem sets this year (amongst his many other TA duties).
Finally, if you haven't done so already, please submit your evaluations at http://web.mit.edu/subjectevaluation
The website closes Monday morning at 9AM. Your feedback is highly valued by the department (resource allocation), faculty (course development) and your fellow students (HKN underground guide).
Have a great summer!
Vivienne
Announced on 21 May 2017 11:18 a.m. by Vivienne Sze
Final presentations today | Please arrive on time
Final presentations are today!*** As a courtesy to your fellow students, please arrive to
class on time, as we must start at 11:05am sharp in order to fit
everyone in.***
There will be a small prize for best presentation as voted by the
audience (so audience members, please arrive on time).
Finally, if you haven't done so already, please submit your
evaluations at http://web.mit.edu/subjectevaluation
[we are currently at 27% response rate]
Your feedback is highly valued by the department (resource
allocation), faculty (course development) and your fellow students
(HKN underground guide).
Announced on 16 May 2017 8:04 a.m. by Vivienne Sze
Final Presentations on Tuesday May 16
Hi All,For the final presentations please plan on
* 8 minutes for a 1 person team
* 10 minutes for a 2 person team
* 12 minutes for a 3 person team
We'll also have 1 to 2 minutes for questions.
*** As a courtesy to your fellow students, please arrive to
class on time, as we must start at 11:05am sharp in order to fit
everyone in.***
Also, there will be a small prize for best presentation as voted by
the audience (so audience members, please arrive on time).
We have many exciting projects this year, covering a variety of topics and applications. Tien-Ju and I are very much looking forward to seeing all your presentations.
Announced on 11 May 2017 1:19 p.m. by Vivienne Sze
Project Deadline Extension and more...
Hi All,A couple quick announcements:
* The project report deadline has been extended to Sunday, May 14 @
10PM (slides are still due May 15 @ 5PM). *All presentations will
be on May 16*
* All problem sets have been graded; please contact Tien-Ju ASAP if
you have any questions
* Congrats to Diana Wofk and Tiffany Le for training the best
performing denoising CNN models on both Gaussian and
salt-and-pepper noise! They received the bonus points award on Pset
#6.
* The course evaluation website is up: http://web.mit.edu/subjectevaluation/evaluate.html
Please take a few moments to provide feedback on the course.
See you all Thursday!
Announced on 09 May 2017 9:42 p.m. by Vivienne Sze
Clarification on the question asked in the class
Clarification on the question asked in the class: Why is the score on the right hand side plot constant with alpha in case of the step edge?The plots in the slides were from this paper: http://ieeexplore.ieee.org/stamp/stamp.jsp?arnumber=5206815
The 1D sharp and blurred graphs are plotted on an axis going from 0
to 1. So the value of the gradient at the step edge is 1, so
raising to any power (alpha) will result in 1.
On the right hand side plots, a lower score is better. For step edges, MAPx,k usually succeeds. While the Gaussian prior favors the blurry explanation, appropriate sparse priors (α < 1) favor the correct sharp explanation. For the narrow peaks the sharp explanation is favored only for low alpha values. However, the sparse models describing natural images are not binary, they are usually in the range α ∈ [0.5, 0.8].
Natural images have more narrow peaks than step edges so MAPx,k approach usually favors the delta kernel solution.
Announced on 02 May 2017 1:10 p.m. by Tien-Ju Yang