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Kiltinen, John - Department of Mathematics and Computer Science, Northern Michigan University
Simplifying proper rational functions and their derivatives, and a nearly linear phenomenon
MA 312 ABSTRACT ALGEBRA I Course Syllabus
MA 312 ABSTRACT ALGEBRA I Fall Semester, 2005
Unit 2: Subgroups 2.1 The definition and some examples. Let (G, ) denote an arbitrary group. A subgroup of G is a
2005 Edition TheKiltinen
2004 Edition TheKiltinen
MA 312 Abstract Algebra I Guidelines for Written Assignments
MA 312 Abstract Algebra I A Brief Introduction to Formal Logic Notations
MA 312 Abstract Algebra I Problem Assignment Statement of Sources
MA 161 CALCULUS I, Fall Semester, 2005 MTWThF, 3:003:50, West 2901
Unit 1.2: Relations and Functions and their Properties 1.2.1 The basic ideas. Likely every class you have had for many years has dealt with the concept of
MA 312 Abstract Algebra I Analysis of Two Oval Track Puzzles
2006 Edition TheKiltinen
Unit 1: Mathematical Induction 1.1 The basic ideas. Mathematical induction is a method used to prove for every integer n certain
A Tactile, Real-time Proof of the Parity Theorem for Permutations
Unit 3: Cosets and Lagrange's Theorem 3.1 Definition of cosets and examples. Associated with each subgroup of a group, there is a collection
