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Course Information

NUMBER THEORY (MATH 422)

Term: 2011-2012 Spring Semester

Faculty

Dr. Eric D. Bancroft

Office Hours

  • Start Date: Aug 13 2018 12:30PM
  • End Date: Aug 13 2018 1:30PM
  • Single Date:
  • Weekly Days: Thursday
  • Note:


Office Hours

  • Start Date: Aug 13 2018 2:30PM
  • End Date: Aug 13 2018 4:30PM
  • Single Date:
  • Weekly Days: Tuesday
  • Note:


Office Hours

  • Start Date: Aug 13 2018 8:30AM
  • End Date: Aug 13 2018 9:15AM
  • Single Date:
  • Weekly Days: Thursday
  • Note:


Office Hours

  • Start Date: Aug 13 2018 1:00AM
  • End Date: Aug 13 2018 1:00AM
  • Single Date:
  • Weekly Days: 0
  • Note: Fall 2018


Office Hours

  • Start Date: Aug 13 2018 9:50AM
  • End Date: Aug 13 2018 11:50AM
  • Single Date:
  • Weekly Days: Monday
  • Note:


Office Hours

  • Start Date: Aug 13 2018 10:05AM
  • End Date: Aug 13 2018 10:50AM
  • Single Date:
  • Weekly Days: Thursday
  • Note:


Office Hours

  • Start Date: Aug 13 2018 8:25PM
  • End Date: Aug 13 2018 9:25PM
  • Single Date:
  • Weekly Days: Wednesday
  • Note:


Office Hours

  • Start Date: Aug 13 2018 1:00PM
  • End Date: Aug 13 2018 1:50PM
  • Single Date:
  • Weekly Days: Monday Wednesday Friday
  • Note:


Office Hours

  • Start Date: Aug 13 2018 10:20AM
  • End Date: Aug 13 2018 11:50AM
  • Single Date:
  • Weekly Days: Friday
  • Note:


Office Hours

  • Start Date: Aug 13 2018 3:00PM
  • End Date: Aug 13 2018 4:00PM
  • Single Date:
  • Weekly Days: Friday
  • Note: The Friday 3-4pm hour may be reserved for Senior Seminar research meetings.


Department:

Department

Mathematics

Contact information:

Campus box number

3121

Contact information:

Web page


Contact information:

Correct office phone number

724-458-3844

Contact information:

Office

HAL 213B

Schedule

Mon-Wed-Fri, 10:00 AM - 10:50 AM (1/23/2012 - 5/15/2012) Location: MAIN HAL 111

Description

MATH 422. NUMBER THEORY. This course is, in part, an application of some of the ideas encountered in Math 421. Various results from the theory of finite groups, particularly results about the structure of finite cyclic groups, will be established and used to prove classical results of elementary number theory. The course will also cover arithmetic functions, the structure of Zn*, special numbers, and additional topics as time allows. Prerequisite: Mathematics 421. Alternate years, spring semester only, three hours.