Overview
Description
Mathematical logic, quantifiers, induction, axiomatic development of the theory of positive integers; fundamental theorem of arithmetic. Emphasis is on problem solving and theorem proving.
Requirements
Prerequisites
- with a “C” or better
MATH 283
Recommended Preparation
MATH 295MATH 302
Original catalog text
Prerequisites
Prerequisite(s): MATH 283 with a “C” or better.
Recommended Preparation
Recommended Preparation: MATH 295 or MATH 302.
Units
Lecture3
Catalog Details
Offering
Offered: Every Spring
Terms
spring
Attributes
Standard
Learning Outcomes
- demonstrate knowledge of the Euclidean division algorithm, divisibility and prime numbers.
- solve Diophantine equations and congruences, and use the theory of congruences in applications.
- encipher and decipher messages in different encryption systems.?