MATH 132 – Honors Applications of Mathematics             Spring 2012

                       Introduction to Cryptography

 

Instructor: Neil Sigmon                                                          Phone: 831-5340        

Office: Walker 212                                                                  Email: npsigmon@radford.edu

Homepage: http://www.radford.edu/~npsigmon

Course Homepage: http://www.radford.edu/~npsigmon/courses/cryptography/crypthome132.html

Office Hrs:  9:45 – 10:45 p.m.  Monday, Wednesday, Friday

2:00 – 3:00 p.m. Tuesday, Thursday
(Other times by appointment)

 

Textbook: Invitation to Cryptology (with Maple), Thomas Barr.

 

Class Meeting Times: Tuesday, Thursday 11:00 a.m. - 12:15 p.m. in Russell 032.

 

Test Dates: To be announced (There will be two major tests and a final exam).


Final Exam Date:
 In Class Part: Monday, December 12th  at  2:45 p.m. in Russell 032.

                               Take Home Part: Due by 5:00 p.m., Thursday, December 15th .

                         

Grading Policy: 44 % 2 Major Tests 

                          22 % Final Exam

                          20 % Hand written Homework, Computer Assignments

                          7 %   Term Paper*

                          7 %    WebCT Cryptography Discussion Participation**

 

* The term paper will be a short paper (4 pages) describing a person or cryptographic method pertaining to cryptology. I will give you a handout later this semester showing possible topics. I must approve the topic you choose. The paper should be typewritten (using Microsoft Word, for example) using 1.5 line spacing and should have good grammatical structure with references clearly stated. Do not plagiarize! The term paper will be due on Thursday December 1st.

 

** For this part of the grade, you will be required to participate in Desire2Learn (D2L) discussion groups. This discussion will include you communicating with your classmates in groups (preferably using the wireless capabilities of your laptop) in a secret manner using some of the cryptographic techniques we study in class. You will have the opportunity to encrypt and decrypt your own messages and to break messages sent by others.

 

Grade Scale: 90-100    A                               

                       80-89      B

                       70-79      C

                       60-69      D

                       < 60        F

 

Prerequisite: High School Algebra

 


“Makeup” Test Policy: Approval for making up a missed test should be given prior to the scheduled test. The makeup test must be taken within one week following the scheduled test. Documentation is required for all make-ups. Except for extraordinary circumstances, approval for a makeup test will not be granted if the scheduled test has already been given.

 

Late Homework Policy: Late hand written homework will be accepted but only limited credit will be given. I consider late homework to be homework turned in later than 5:00 p.m. of the day the assignment is due. The maximum number of points a student can receive for a late homework is ten points lower than the minimum grade of all students who have turned in the assignment on time. For example, if an assigned homework is worth 80 points and the lowest score of the on-time assignments is 60/80, the maximum grade a student can receive for the assignment is 50/80. No exceptions to this policy will be granted except for extreme circumstances that require official university documentation or a predetermined arrangement between the student and myself that is done prior to the assignment due date. Late assignments must be turned in within one class day of the assignment due date to obtain any credit. 

 

Attendance Policy:   Attendance is a requirement in this class. If you miss a class, you are responsible for making up any missed work. Attendance will be taken each class period. Attendance means RESPONSIBILITY – I look much more favorably on students who have good attendance habits.

 

Textbook Coverage: References to chapter 1, Sections 2.1-2.8, 3.1, 4.1, 4.3, 4.4