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[[Meta Course List|Back to the Meta Course List]]
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[[Category:Math]]
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[[Category:MA366]]
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[[Category:differential equations]]
  
== MA 366: Ordinary Differential Equations ==
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= [[Math|MA]]366: Ordinary Differential Equations =
  
Differential equations, which state a relation between a function and its derivatives, appear constantly in physics, chemistry, engineering, biology, and whatever other sufficiently mathematical science one can think of, and the more difficult ones continue to be an active area of mathematical research. Solving differential equations, as you will see in this course, proves to be an endeavor requiring a variety of techniques, and far more frequently than you would prefer, no simple formula exists for deriving the desired solution.
 
  
The differential equations you will study in this course are broken up into different families according to which techniques lead to their solutions. It is (mostly) along these lines that this course wiki is divided.
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== Peer Legacy ==
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Share advice with future students regarding MA366 on [[Peer_Legacy_MA366|this page]].
  
'''Contents'''<br>
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==Resources==
1) [[MA366-1|What does it mean to solve a differential equation? What is an initial value problem?]]<br>
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*[[MA366_Lab|Lab page]]
2) [[MA366-2|Separable Equations]]<br>
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3) [[MA366-3|First Order Linear Equations]]<br>
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4) [[MA366-4|Homogeneous Equations]]
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This course wiki is under construction; more will be added soon.
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== Interesting pages in the MA366 category ==
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*[[MA366DaveKnott| MA366 course wiki by Dave Knott]]
  
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== List of semester-specific course wikis==
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*[[MA366_(PenneySpring2009)|Spring 2009, Prof. Penney]]
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== Related Courses ==
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*List a course here
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Latest revision as of 09:10, 12 January 2015


MA366: Ordinary Differential Equations

Peer Legacy

Share advice with future students regarding MA366 on this page.

Resources

Interesting pages in the MA366 category

List of semester-specific course wikis

Related Courses

  • List a course here

Back to the Meta Course List

Alumni Liaison

To all math majors: "Mathematics is a wonderfully rich subject."

Dr. Paul Garrett