Course syllabus
Course-PM
EEN020 Computer vision lp2 HT21 (7.5 hp)
Course is offered by the department of Electrical Engineering
Contact details
- Christopher Zach, lecturer and examiner, zach@chalmers.se
- Lucas Brynte, teaching assistant, brynte@chalmers.se
- Georg Bökman, teaching assistant, bokman@chalmers.se
- Yaroslava Lochman, teaching assistant, lochman@chalmers.se
Course purpose
Schedule
You can see the schedule and lecture room in TimeEdit.
Course literature
The necessary course material will be provided during the course. This includes lecture notes, assignments and research articles.
If you like to read more about computer vision, you can use Szeliski's book which is available online.
- Richard Szeliski, Computer Vision: Algorithms and Applications, available at Cremona or as a free pdf.
For pointers to relevant chapters, see Schedule.
For more in-depth reading, the book by Hartley & Zisserman is recommended.
- Richard Hartley and Andrew Zisserman, Multiple View Geometry, Cambridge University Press, 2004.
Learning objectives and syllabus
Learning objectives:
Knowledge and understanding
For a passing grade the student must:
- be able to clearly explain and use basic concepts in computer vision, in particular regarding projective geometry, camera modelling, stereo vision, recognition, and structure and motion problems.
- be able to describe and give an informal explanation of the mathematical theory behind some central algorithms in computer vision (the least squares method and Newton based optimization).
Competence and skills
For a passing grade the student must:
- in an engineering manner be able to use computer packages to independently solve problems in computer vision.
- be able to show good ability to independently identify problems which can be solved with methods from computer vision, and be able to choose an appropriate method.
- be able to independently apply basic methods in computer vision to problems which are relevant in industrial applications or research.
- with proper terminology, in a well-structured way and with clear logic, be able to explain the solution to a problem in computer vision.
Link to the syllabus on Studieportalen.
Deadlines
You need to submit your code and reports for your assignments before the following dates in Canvas. You have to submit individual written reports for the assignments and the project, but you may collaborate with another student for the computer exercises, i.e. a pair of students may submit the same code. If you do so, you have to clearly indicate your group partner in the written report.
The requirement to pass the course is, that you obtain for each assignment at least 60% of points for the core exercises. If there are minor errors on the core exercises, that prevent you from reaching the 60% mark, you will be given one chance to correct them and resubmit within one week after getting the feedback from the TAs. You cannot resubmit your solutions to the optional exercises.
The deadlines to hand in the solutions for the assignments are as follows:
- Assignment 1: Thursday, November 11, 23:59
- Assignment 2: Thursday, November 18, 23:59
- Assignment 3: Thursday, November 25, 23:59
- Assignment 4: Thursday, December 2, 23:59
- Assignment 5: Thursday, December 9, 23:59
If you submit the assignments late (but before the following Sunday 23:59), you won't have a chance to resubmit and the optional tasks won't be graded. If you submit even later, you will fail the assignment.
The assignments will be published on the first five Mondays of the course.
The project description will be released on Thursday December 2, and the project deadline is Monday, January 3, 23:59. Like with the assignment, the project has core and optional parts.
Optional points and higher grades
There are optional parts in each assignments, which if you choose to complete them may give you optional points. For the higher grades, sufficiently many optional points are needed. The points are distributed as follows:
- Assignments: 5 x 2 = 10 optional points max
- Project: 10 optional points max
You need at least 50% of optional point to obtain grade 4 and to be eligible for the oral exam. The oral exam will take place in the exam week for LP2 in January.
Student representatives for this course
TBA
Course summary:
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