Introduction to Cryptography Course ID 15856 Doctoral Breadth Course: Algorithms and Complexity - (*) Classes marked with "*" (star) are appropriate for any CSD doctoral or 5th year master's student. Description This course is aimed as an introduction to modern cryptography. This course will be a mix of applied and theoretical cryptography. Key Topics We will cover popular primitives such as: pseudorandom functions, encryption, signatures, zero-knowledge proofs, multi-party computation, and Blockchains. In addition, we will cover the necessary number-theoretic background. We will cover formal definitions of security, as well as constructions based on well established assumptions like factoring. Please see the course webpage for a detailed list of topics. Course Relevance Section R is reserved for students who are unable to register for an in-person section due to a government visa/travel restriction or a documented medical condition. Enrollment in this section will require university-level approval. Register for an in-person section unless you are absolutely certain when you register that you will not be able to attend in-person this Fall. Pre-required Knowledge The course does not assume any prior background in cryptography or computer security. However a basic level of mathematical maturity is expected. It is recommended that you must have taken a course either in: algorithms or theoretical computer science (such as 15-251) or probability/discrete math (such as 21-228). Currently the prerequisites for this course are 15-251 (OR) 21-228. However if you haven't taken either of these course but you still believe you can handle the material (e.g., because you did very well in 15-151 or you have special interest in Crypto), please enroll in the waitlist and send the instructor an email. Assessment Structure Grading policy for both the sections is the same: 5 Homeworks: 10% each Midterm (in class): 25% Final (take home): 25% Class participation and attendance: extra credits (up to 5%) Improve lecture notes: extra credits (up to 10%) Course Link http://www.cs.cmu.edu/~goyal/15856/
