MATH 3250
Ordinary Differential Equations
Course Description
MATH 1320 or its equivalent
Chemical, Mathematical, and Physical Universe
Introduces the methods, theory, and applications of differential equations. Includes first-order, second and higher-order linear equations, series solutions, linear systems of first-order differential equations, and the associated matrix theory. May include numerical methods, non-linear systems, boundary value problems, and additional applications. Prerequisite: MATH 1320 or its equivalent.
Instructors
To Announced
Fall 2026
Evangelos Dimou
Fall 2026
Aseel Farhat
Fall 2026
Pranava Jayanti
Summer 2026
Eleftherios Chatzitheodoridis
Spring 2026
Brianna Kurtz
Spring 2026
Yizhen Li
Spring 2026
Shoya Shimazaki
Spring 2026
John Imbrie
Fall 2025
Brandon Shapiro
Fall 2025
To Be Announced
Spring 2025
Tai Melcher
Spring 2025
Faculty Staff
Spring 2025
Matthew McMillan
Spring 2024
Abdelmalek Abdesselam
Fall 2023
Darien Farnham
Spring 2023
Adam Friedman-Brown
Spring 2023
Zoran Grujic
Spring 2023
Biying Wang
Spring 2023
Joe Webster
Spring 2023
Felipe Flores
Fall 2022
Bruno Braga
Fall 2021
Mikhail Tikhonov
Fall 2021
Paul Bourdon
Spring 2021
Liaosha Xu
Fall 2020
Kian Aik
Spring 2020
Tanner Carawan
Spring 2020
Badri Pandey
Spring 2020
Ira Herbst
Fall 2019
Aoran Wu
Fall 2019
Neelav Dutta
Spring 2019
Nhan Nguyen
Spring 2019
Bennett Rennier
Fall 2018
Vishal Bajaj
Spring 2018
Monica Busser
Spring 2018
Yen Do
Spring 2018
David Will
Spring 2018
Jiacheng Miao
Fall 2017
Juraj Foldes
Spring 2017
Christopher Lloyd
Spring 2017
Sarasij Maitra
Spring 2017
Kelsey Goodin
Spring 2016
Gonzalo Delgado
Fall 2015
Matthew Feller
Fall 2014
Bulent Tosun
Fall 2014
James Phillips
Spring 2014
Thomas Kriete
Fall 2013
Thomas Mark
Fall 2013
Andrew Taylor
Fall 2013
Irena Lasiecka
Spring 2013
Michael Willis
Spring 2013
Aaron Criss
Fall 2012
Roberto Triggiani
Spring 2012
Xiang Wan
Spring 2012
Yongjin Lu
Fall 2011
Scott Atkinson
Spring 2011
Joshua Schwartz
Spring 2010
Maria Iribarren
Fall 2009
Barbara Maccluer
Fall 2009