Middlebury

MATH 0241

Elementary Number Theory

Elementary Number Theory
Divisibility and prime factorization. Congruences; the theorems of Lagrange, Fermat, Wilson, and Euler; residue theory; quadratic reciprocity. Diophantine equations. Arithmetic functions and Mobius inversion. Representation as a sum of squares. (MATH 0122 or by waiver)
Subject:
Mathematics
Department:
Mathematics
Division:
Natural Sciences
Requirements Fulfilled:
DED
Equivalent Courses:

Sections

Spring 2024

MATH0241A-S24 Lecture (Dorman)

Spring 2022

MATH0241A-S22 Lecture (Dorman)

Spring 2020

MATH0241A-S20 Lecture (Schumer)

Fall 2018

MATH0241A-F18 Lecture (Dorman)

Fall 2016

MATH0241A-F16 Lecture (Bremser)

Spring 2015

MATH0241A-S15 Lecture (Dorman)

Fall 2012

MATH0241A-F12 Lecture (Schumer)

Fall 2011

MATH0241A-F11 Lecture (Bremser)

Fall 2010

MATH0241A-F10 Lecture (Schumer)

Spring 2009

MATH0241A-S09 Lecture (Bremser)

Spring 2007

MATH0241A-S07 Lecture (Schumer)

Spring 2005

MATH0241A-S05 Lecture (Schumer)