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During a discussion section, the TA will present information regrading up-coming programming assignments.
If you have a particular topic that you would like the TA to discuss on Friday, you should send e-mail to the TA
before 5PM on Tuesday. The TA will try his/her best to cover such requests.
Please note that programming assignments are due on Thursdays and you are expected to have
finished the an assignment before its due date.
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Tentative and Final Slides & Notes
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(Please note that access to discussion section slides is restricted.)
The following are tentative and final slides (in PDF format) for this semester.
- Week 1
(PDF)
(6-up PDF)
- gdb, HW1
The TA mentioned these during discussion section:
- Week 2
(PDF)
(6-up PDF)
- converting integers, bit flipping, modular arithmetic, Euclidean Algorithm, primes
- Week 3
(PDF)
(6-up PDF)
- HW2
- Week 4
(PDF)
(6-up PDF)
- classical cipher examples
- Week 5
(PDF)
(6-up PDF)
- HW3
- Week 6
(PDF)
(6-up PDF)
- extended Euclidean Algorithm, multiplicative inverse
- Week 7
- HW4
(PDF)
(6-up PDF),
finite field, multiplying & dividing polynomials, modular exponentiation
(PDF)
(6-up PDF)
- Week 8
- midterm review
- Week 9
(PDF)
(6-up PDF)
- HW5
- Week 10
(PDF)
(6-up PDF)
- review of AES math
- Week 11
(PDF)
(6-up PDF)
- HW6
- Week 12
(PDF)
(6-up PDF)
- RSA, Chinese remainder theorem, Garner's algorithm
- Week 13
(PDF)
(6-up PDF)
- HW7
- Week 14
- final review
- Week 15
- final review, Q & A
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Rough Schedule (subject to change without notice)
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| Week # |
Dates |
Topics |
Comments |
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| 1 |
1/15 |
HW1 |
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| 2 |
1/22 |
converting integers, bit flipping, modular arithmetic, Euclidean Algorithm, primes |
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| 3 |
1/29 |
HW2 |
(HW1 due) |
| 4 |
2/5 |
classical cipher examples |
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| 5 |
2/12 |
HW3 |
(HW2 due on Friday) |
| 6 |
2/19 |
extended Euclidean Algorithm, multiplicative inverse |
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| 7 |
2/26 |
HW4 |
(HW3 due on Friday) |
| 8 |
3/4 |
midterm review |
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| 9 |
3/11 |
HW5 |
(HW4 due on Friday) |
| - |
3/14,3/16 |
(spring break)
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| 10 |
3/25 |
review of AES math |
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| 11 |
4/1 |
HW6 |
(HW5 due on Friday) |
| 12 |
4/8 |
RSA, Chinese remainder theorem, Garner's algorithm |
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| 13 |
4/15 |
HW7 |
(HW6 due on Friday) |
| 14 |
4/22 |
final review |
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| 15 |
4/29 |
final review, Q & A |
(HW7 due on Friday) |
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