MIT OpenCourseWare
Honors Differential Equations
Art: Johannes Kepler, Konjukce Saturnu a Jupiteru Originál, 1596 · Public domain
- Instructor
- Dr. Vera Mikyoung Hur
- Term
- Spring 2009
- Level
- Undergraduate
- What's inside
- 9 problem sets · 13 solutions · 1 lecture note · 50 other files · 7 web pages
- Materials open
- MIT OCW
Other versions of this course
- 18.034 · Spring 2009 · Study here (this version)
- 18.034 · Spring 2004 · On MIT OCW ↗
About this course
Source: MIT OpenCourseWare 18.034 Honors Differential Equations, Spring 2009, Dr. Vera Mikyoung Hur — original course page on ocw.mit.edu ↗. License: CC BY-NC-SA 4.0. Study order: none is claimed; materials are grouped by MIT's own sections. Taken from MIT's published course files, downloaded from ocw.mit.edu on September 23, 2026. How RedLectern is built.
Materials are grouped the way MIT organized them. A verified, course-wide order has not been established here.
Has MIT solutions
Before you start
Prerequisites are not listed here. Check MIT's own syllabus for this course.
How this course was organized
What's here, and what isn't
- MIT lists a session calendar for this course, but it could not be verified well enough to build a sequence from it — materials are grouped by section instead.
Not included here
5 items from the source could not be safely included:
- MIT's page format for this item wasn't recognized clearly enough to place it safely. (4 items)
- Referenced in a table, but without MIT's own verified order, so it isn't used to claim a sequence.
Materials by section
Grouped by section, as MIT organized them. Not sequenced or ordered.
Lecture Notes and Readings
28 files
- Lecture 0. Terminology and Implicit Solutions Download
- Lecture 1. Integration and Solutions Download
- Lecture 2. Fundamental Principles Download
- Lecture 3. First-order Linear Equations Download
- Lecture 4. Separable Equations Download
- Lecture 5. Linear Fractional Equations and Substitution Download
- Lecture 6. Second-order Linear Equations Download
- Lecture 7. Mechanical Oscillation Download
- Lecture 8. Uniqueness and The Wronskian Download
- Lecture 9. Separation and Comparison Theorems Download
- Lecture 10. Maximum Principle Download
- Lecture 11. Higher-order Linear Equations Download
- Lecture 12. Solution Bases Download
- Lecture 13. Inhomogeneous Equations Download
- Lecture 14. Stability Download
- Lecture 19. Laplace Transform Download
- Lecture 20. Transform and Differential Equations Download
- Lecture 21. Step Functions Download
- Lecture 22. Convolution Download
- Lecture 23. The Dirac Distribution Download
- Lecture 24. The Transfer Function and The Pole Diagram Download
- Lecture 25. The Linear Systems Download
- Lecture 26. Eigenvalues and Eigenvectors Download
- Lecture 27. Complex Solutions and The Fundamental Matrix Download
- Lecture 28. Repeated Eigenvalues and the Matrix Exponential Download
- Lecture 29. Phase Planes I Download
- Lecture 30. Phase Planes II Download
- LC. Limit Cycles Download
Recitations
18 files
- Practice Midterm #1 Download
- Practice Midterm #2 Download
- Practice Midterm #3 Download
- Recitation: April 2nd, 2009 Download
- Recitation: April 7th, 2009 Download
- Recitation: April 9th, 2009 Download
- Recitation: April 14th, 2009 Download
- Recitation: April 16th, 2009 Download
- Recitation: February 5th, 2009 Download
- Recitation: February 10th, 2009 Download
- Recitation: February 12th, 2009 Download
- Recitation: February 19th, 2009 Download
- Recitation: February 26th, 2009 Download
- Recitation: March 3rd, 2009 Download
- Recitation: March 5th, 2009 Download
- Recitation: March 10th, 2009 Download
- Recitation: March 12th, 2009 Download
- Recitation: May 14, 2009 Download
Assignments
18 files
- Problem set 6, Solution keys Download
- Problem set 7, Solution keys Download
- Problem set 8, Solution keys Download
- Problem set 9, Solution keys Download
- Problem Set #1 Download
- Problem Set #2 Download
- Problem Set #3 Download
- Problem Set #4 Download
- Problem Set #5 Download
- Problem Set #6 Download
- Problem Set #7 Download
- Problem Set #8 Download
- Problem Set #9 Download
- Solutions to Problemset 1 Download
- Solutions to Problemset 2 Download
- Solutions to Problemset 3 Download
- Solutions to Problemset 4 Download
- Solutions to Problemset 5 Download
Exams
Projects
MIT OpenCourseWare, Dr. Vera Mikyoung Hur, 18.034 Honors Differential Equations, Spring 2009.
License: CC BY-NC-SA 4.0 · Edition: Spring 2009 · Open the original course on OCW ↗
Organized by RedLectern, independent of MIT and not endorsed by MIT.
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