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Cryptography (2022/2023)

Lecturer: Stefan Dziembowski

Lecture: Mondays 14:15 - 15:45 (room 4420)

Exercises: Tuesdays 12:15 - 13:45 (room 3180)

Classes:

  1. Lecture, February 27, 2023

    slides: Chapter 1
    Exercises,  February 28, 2023
    exercises:  1.1 - 1.5
     

  2. Lecture, March 6, 2023
    slides: Chapter 2 (slides 1-46)
    Exercises, March 7, 2023
    exercises: 2.2, 2.3, 2.4 ((a) and (b))
     

  3. Lecture, March 13, 2023

    slides: Chapter 2 (slides 47 - 120)
    Exercises,  March 14, 2023
    exercises: 2.4 ((c) and (d)) and 2.6
     

  4. Lecture, March 20, 2023

    slides: Chapter 2 (all the remaining slides, starting from slide 121)
    Exercises, March 21, 2023

    exercises: 2.7,  2.8 (left as homework), 3.1, and 3.2
     

  5. Lecture, March 27, 2023

    slides: Chapter 3

    Exercises, March 28, 2023

    exercises:  2.5, 2.9, and 4.1 (the second implication only)
     

  6. Lecture, April 3, 2023

    slides: Chapter 4 ad Chapter 5 (slides 1 - 20)

    Exercises, April 4, 2023

    exercises:  4.3, 4.6, 4.7
     

  7. Lecture, April 17, 2023

    slides: Chapter 5 (slides 21 - 134),  Chapter 6 (slides 1 - 38)

    Exercises, April 18, 2023

    slides: Chapter 6 (slides 39 - 74)

    exercises: 5.1. 5.2, 5.3
     

  8. Lecture, April 24, 2023

    slides: Chapter 6  (slides 75 - 134),

    Exercises, April 25, 2023

    exercises: 5.4 - 5.7
     

  9. Lecture, May 8, 2023
    slides: Chapter 7 (slides 1 - 67),
    Exercises, May 9, 2023
    canceled
     

  10. Lecture, May 15, 2023
    slides:  Chapter 7 (slides 68 - 128),
    Exercises, May 16, 2023
    exercises: 6.2 - 6.5
     

  11. Lecture, May 22, 2023
    slides: Chapter 8 
    Exercises, May 23, 2023
    exercises: 7.1 - 7.3
     

  12. Lectures, May 29 and 30
    slides: Chapter 9 and Chapter 10 (slides 1 - 82)
     

  13. Lecture, June 5,6, 12 and 13
    slides: Chapter 10 (slide 83 - 109), Chapter 11 (slides 1 - 70), Chapter 13

Slides are available [here]. A link to exercises has been sent directly to the students.

An example of a midterm exam is available [here].

Exercises from old exams (in Polish): [pdf,pdf,pdf].

 
 
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