This course will cover the basics of calculus of variations. Each student will also complete an experimental project related to the calculus of variations and make an in-class presentation.
Text:
One-dimensional Variational Problems
by Butazzo, Giaquinta, and Hildebrandt, Oxford
Supplementary Texts:
Introduction to the Calculus of Variations
by Hans Sagan, Dover
Variational Calculus and Optimal Control
by John Troutman, Springer
Grading Scheme:
Class participation 20%
Project 30%   (proposals due February 8, 2018)
Exam 1 15%   (tentative date: February 1, 2018)
Exam 2 15%   (tentative date: March 8, 2018)
Final Exam 20%
(Below 60% F; 60-69% D; 70-79% C; 80-89% B; 90-100% A)