Math 246/Fall 2018/Jeffrey Adams

Syllabus

See Course Material

Week ofTopicSections
First Order Ordinary Differential Equations
First day of class Read Sections I.1.1-I.1.3
August 27 Linear and Separable equations I.2.1-I.2.5, I.3.1-I.3.4
September 5 General Theory/Graphical Methods/Applications I.4.1-I.4.2, I.5.2-I.5.3.1, I.5.4.1, I.6.1-I.6.2, I.6.4-6.5
September 10 Numerical Methods, Exact Equations I.7.1-I.7.4, I.8.1-I.8.2
September 17 Integrating Factors I.8.3
Monday, September 24 Exam I Sections I.2-I.8
Higher Order Linear Ordinary Differential Equations
September 24 Homogeneous Equations II.1.1-II.1.3, II.2.1-II.2.6, II.3.1-II.3.3.1
October 1 Homogeneous and nonhomogeneous equations with constant coefficients II.4.2-II.4.5, II.5.1-II.5.2, II.6.1-II.6.2
October 8 Nonhomogeneous equations with constant coefficients/Application: springs II.6.3-II.6.5, II.8.1-II.8.6
October 15 Nonhomogeneous Equations with variable coefficients II7.1-II.7.3.1
Friday, October 19 Exam II
October 22 Laplace Transforms II.9.1-II.9.10
October 29 Laplace Transforms II.9.1-II.9.10
First order systems of linear differential equations
November 5 General methods/matrix exponentials III.2.1-III.2.5, III.4.1-III.4.4
November 12 Eigenvalue methods III.5.1-III.5.5
Friday, November 16 Exam III
November 19 Planar Systems III.7.1-III.7.4, III.8.1-III.8.4
November 26 Autonomous Linear Systems III.8.1-III.8.4, III.9.1-III.9.5, III.10.1-III.10.2
December 3 Application: Population dynamics III.10.3-III.10.4
Wednesday, December 12 Final Exam
Back to Math 246