Math 373/578

Introduction to Cryptography

 

 

 

 

 

                                                 ab - ba = a beautiful mind

 

 

 

 

WVU Home

Department of Mathematics

Career Links

Undergraduate Catalog Information (pdf)

Graduate Program Infomation

Back to Hong-Jian Lai's Home page

The 10000 Smallest Primes

Homework Assignment

Additional Exercises

RSA

Primarity Test

Exam 1

 

 

 

Course Description:

This course will introduce to the students the concepts, theories and computational techniques involving cryptography.

Textbook:

An Introduction to Cryptography, (2nd Edition) by Richard Mollin, Chapman & Hall/CRC

Classroom/Schedule:

Room 123, Armstrong Hall/ MWF 08:30-09:20.

Preparation of the Course:

Students are expected to have successfully taken at least one Calculus course (to have sufficient mathematical maturity). Having successfully completed a proof-oriented math course would be a plus, but not necessary.

Instructor Information:

INSTRUCTOR: Hong-Jian Lai

OFFICE: Room 308K, Armstrong Hall.

OFFICE PHONE: 293-2011 Ext 2348.

OFFICE HOURS: 9:30PM-10:20PM, Mondays, Wednesdays and Fridays (or by appointment).

Performance Evaluation:

Students will be given a list of suggested homework problems (click Homework in the box above to find the list) as a minimum homework requirement. Students' performance will be evaluated by the weekly assignments, by the three midterm exams and the comprehensive final exam (Exam schedule listed on this web page is subject to change. Any such changes will be announced in class at least one week in advance.  Click Exam Schedule to find exam schedule updates).

The contribution to the course grade (Math373):

 

 

 

Homework/Projects/Lab

30%

 

Midterms

45% (15% each)

 

Final

25%

 

Total

100%

 

 

 

 

Please note that a student should take the responsibility if s/he misses an exam by missing the classes in which changes of schedule are made.

Make-up Exam Policy:

Makeup exams will only be given in the case of sickness or other kinds of emergency. Missing a bus, oversleeping, other tests the same day, etc., are not sufficient reasons for missing a test. The student will be asked to document the circumstances that caused missing the test, and the student must contact the instructor to arrange the makeup as soon a possible.

WARNING: out of fairness to the students who take the test the scheduled time, a makeup exam will be harder than the regular test, to reflect the extra time you will have had to prepare.

Grading (Expectation and policy): 

Please refer the Score-Grade table for the grading standard (Math373).

Score

Grade

90% and up

A

80-89%

B

70-79%

C

60-69%

D

59% and down

F

 

 

 

 

 

 

Page Last Modified: 1.8.08