## COMP 754 - Course Information

### Meetings

Our course will meet TR 10-12
in CSB 204 starting 27 June 2002.
Please do not miss lectures and, when you are in
class, try to *think*!
### Office Hours

You may come to find me in my office at any time.
My office is on the first floor, second row.
You don't have to come during office hours; I am happy to see
my students at any time.
### On-line Information

Most everything will be collected on-line.
Go to my homepage at
www.cs.ucdavis.edu/~rogaway
and follow the
classes link to
our course web page.
### Material

I expect to lecture on some or all of the following topics:
introduction - block ciphers - symmetric encryption -
pseudorandom permutations and pseudorandom functions -
one-way functions - pseudorandom generators -
hash functions - message authentication -
authenticated encryption - asymmetric encryption - digital signatures
- authenticated key exchange - interactive proofs and zero knowledge - security
models - popular network-security protocols.
The course material I select will depend on
the students' abilities and interests.
It is possible I will shift the emphasis more to computer security
than the above list of topics suggests.
### Books

There is no assigned text and no reasonable text is available for the
material of this course. I will prepare some lecture notes and put
everything on the web: my notes and any relevant papers that you
might want to look at.
If you're interested to have a book
the most useful one may be that of
[Menezes,
van Oorschot, Vanstone], which is available on-line, for free.
There is also a new book by
[Goldreich] which give a much more
scientific treatment of the subject, but the scope is very limited and the
treatment will be quite different from ours.

### Homeworks

Homeworks will be due one week after: I give out the assignment or
cover the material, whichever comes last).
In the past I had a problem here with
students turning in late homeworks and so this year I have decided
that I will not accept any late homework.
You may work in groups of 1, 2, 3, or 4 on your homework but each group must
turn in **one** writeup. I do not want to see substantially identical writeups
from different groups!

### Projects

You must read a paper related to the material we have covered in the class
and then give a 15 minute presentation.
You should prepare slides for this presentation.
This presentation will be during the last 3 classes.
I must approve the paper that you choose to present.
I will give you a number of on-line sources, such as the papers of
Mihir Bellare or
Ron Rivest
or
Phil Rogaway
or
David Wagner.
### Grading

Classroom attendance and participation: 15%.
Oral presentation of paper you read: 20%.
Homeworks: 25%.
Final: 40%

Phil Rogaway's homepage