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You are here: Start » Teaching » Master Courses » Applied Cryptography 2

Applied Cryptography 2

Welcome to the homepage of the course Applied Cryptography 2. This webpage provides you with information concerning the course, the exercises, timetables, etc.

Content

This lecture aims to give you some in-depth knowledge of several recent state-of-the-art topics in cryptography. Topics to be covered:

  1. Quantum cryptography
  2. Cryptanalysis of block ciphers
  3. Cryptanalysis of hash functions
  4. Classic and modern methods for factoring and discrete logarithm problems (How to break modern public key cryptography.)
  5. Elliptic curve cryptography
  6. Lattices and continued fractions in cryptography
  7. Post-Quantum cryptography

Preliminaries

It might be useful, if you already have some knowledge about the following concepts:

  • Basic concepts in physics: photons, electrons, waves, interferences
  • Basic concepts of probability: mean, variance, normal distribution, Poisson distribution, independent random variables (Mathworld)
  • Data Encryption Standard (FIPS or any other crypto book)
  • Number theory: RSA cryptosystem, factorization of integers, groups, modulo computations
  • Fourier transform

Exams

For getting a KU mark, you have to give a presentation (see also practicals). For the VO mark, there will be a written exam

News

Here, you can find latest information concerning the lecture.

Date Title
05.10.201 Vorbesprechung.


Timetable

Do you want to know when the next lesson, the tutorium or exam takes place?

View timetable »

Exercises

If you want to know when the next lesson, the tutorium or exam takes place?

View exercises »

Title: Applied Cryptography 2
Course-Number: 705.064
Lecturer: Martin Schläffer
E-Mail: Martin Schläffer
Newsgroup: LV newsgroup
TUG-Online: TUG-Online


Downloads

Here, you can download the slides and other material concerning the lecture.

View downloads »

Literature

For the topics 4-7, the following books serve as a good reference. The first book is available online

Nigel Smart,
Cryptograhpy, an Introduction
,
Mcgraw-Hill Professional, ISBN 978-0077099879, 2002.

J. Hoffstein, J. Pipher, J.H. Silverman
An Introduction to Mathematical Cryptography
,
Springer, ISBN 978-0387779935, 2008.

TUG Library: www.ub.tugraz.at
Amazon: www.amazon.de

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