Math 252
Current Semester: Summer 2008
Section B6: H. Montalvan-Gamez
General Resources
Textbook
The textbook is Paul Blanchard, Robert L. Devaney & Glen Hall; Differential Equations (third edition); Brooks/Cole, 2006
Syllabus
A suggested syllabus is available.
Supplements
Available supplements, in a uniform PDF format are collected here.
- N1 Introduction to first order equations, with an emphasis on modeling.
- RTB1 Euler's method, including error estimate and application to existence and uniqueness of solutions.
- N2 Some comments on bifurcations.
- N3 Some Remarks on Phase Planes.
- N4 Introduction to Matrix Exponentials.
- RTB2 An easily remembered formula for exponentials of matrices with complex eigenvalues.
- BW1 The method of variation of parameters for solving inhomogeneous systems.
Previous Semesters
- Spring 2008: Secs. 01, 02, 03, Prof. Shtelen
- Fall 2007: Secs. 01, 02. Prof. Monticelli
- Spring 2007: Secs. 01,02,08: V. Shtelen
- Fall 2007: Sec. 01 Prof. Sills; Sec. 02 Prof. Sussmann
- Spring 2006
- Spring 2004
- Fall 2003
History
The links below reflect the state of the course in August 2002, as we moved from the first to the second edition of the textbook. There were no major changes between the first, second, and third editions, so pages created for the first edition continue to be relevant. They are
- Original Home Page
- Links to semester pages (Spring 2000 through Spring 2002)
Disclaimer: Posted for informational purposes only
This material is posted by the faculty of the Mathematics Department at Rutgers New Brunswick for informational purposes. While we try to maintain it, information may not be current or may not apply to individual sections. The authority for content, textbook, syllabus, and grading policy lies with the current instructor.
Information posted prior to the beginning of the semester is frequently tentative, or based on previous semesters. Textbooks should not be purchased until confirmed with the instructor. For generally reliable textbook information—with the exception of sections with an alphabetic code like H1 or T1, and topics courses (197,395,495)—see the textbook list.



