HW2
- Due Jan 27, 2020 by 11:59pm
- Points 10
- Submitting a file upload
- File Types pdf
1. HW - Practice problems for midterm
- (Reading: Shirley - Fundamentals of Computer Graphics - Ch 6 p135-158 - Transformation Matrices. Fundamentals of Computer Graphics -- Peter Shirley.pdf Download Fundamentals of Computer Graphics -- Peter Shirley.pdf
- Do the sample problems in this file:
- Files:Sample Problems:Transformations.pdf - Transformations.pdf Download Transformations.pdf
2. Reading Log - Research
- Pick a SIGGRAPH paper that interests you. Watch the video, read the paper. You won't understand everything, thats ok.
- Paper list from this year: https://kesen.realtimerendering.com/sig2019.html Links to an external site.
- Write a reading log of about half a page single space or full page double spaced. Include:
- Paper citation (author, title, publication venue)
- What did this paper do that was new or interesting?
- What did you not understand?
- What new ideas did it give you?
3. Reading Log - Textbook
- Read Chap 3,4 - Matsuda (your already read the first half of Ch3 as part of Assignment 1)
- Write a reading log. Any format, even a simple list is ok. Describe or list key concepts introduced in these readings.
4. Create and submit a PDF
- Take your work from part 1,2,3 and create a single PDF for submission. It is acceptable to have handwritten HW. Just use your phone and take a picture of it. However you need to turn complete assignment into a single PDF file for submission.
Rubric
Please include a title
Keep in mind that 69 students have already been assessed using this rubric. Changing it will affect their evaluations.
Criteria | Ratings | Pts |
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HW Portion
HW done. -1 point for each problem not attempted. Correctness not graded. (There are more than 4 problems, but this caps at zero if you didnt do any)
threshold:
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Reading Log
-1 No citation
-1 No description of what was new or interesting in this paper -1 No comments on what was difficult to understand -1 No new ideas
threshold:
pts
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pts
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Reading Log - Textbook
threshold:
pts
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pts
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