Section Info: MATH-319NT-01

Course Title: Topics in Algebra: 'Number Theory'
Start Date: 01/24/2022 End Date: 05/09/2022
Term: Spring Semester 2022
Description: This course will begin with an introduction to number theory, covering material on congruences, prime numbers, arithmetic functions, primitive roots, quadratic residues, and quadratic fields. We will then continue our study of number theory by picking special topics which might include some of the following: Finite Fields, Prime Factorization of Ideals, Fermat's Last Theorem, Elliptic curves, Dirichlet's Theorem on Arithmetic Progressions, the Prime Number Theorem, or the Riemann Zeta function.
Distribution(s): II - Math & Sciences , SI - Speaking-Intensive , WI - Writing-Intensive , TP - Topics Course
Academic Level Of Course: Undergraduate     Credits:4.00    

Faculty         Phone         Email address        
Tori Day             day22v@mtholyoke.edu  

Meeting Dates         Method         Meeting days         Meeting times         Building name         Room     Frequency    
01/24/2022 - 05/09/2022   Lecture   Tuesday and Thursday   11:30AM - 12:45PM   CLAP - Clapp Laboratory   402   Weekly
01/24/2022 - 05/09/2022   Fourth Hour of Class   Monday   07:15PM - 08:30PM   CLAP - Clapp Laboratory   402   Weekly

REGISTRATION DETAILS

Requisite Courses        
Prereq: MATH-232, or MATH-206 with instructor permission. Take previously   Required  

Comments        
Additional Comments        
Course Tags        

Cross-listed Sections        
None  

Course Availability
Section status: Open     Capacity: 18     Enrollment: 13     Available: 5     Waitlist: 0

BOOK INFORMATION

Book List         Required         Publisher Full Price        
Title: Number Theory: In Context and Interactive
Author: Crisman, Karl-Dieter
Copyright: 2021
Edition: 7
Volume:
ISBN:
Publisher: Karl-Dieter Crisman
Required   0.00  

Additional Book Comments        
This is the complete book list for this class.  
Instructor's comments about the book list: This is a free, open source textbook which you can download here: http://math.gordon.edu/ntic/ntic.pdf In addition to the download, there is also an HTML version which will likely be helpful.