Request Lecture notes for math similar to that mathonline.wikidot.com

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SUMMARY

This discussion focuses on resources for studying Ordinary Differential Equations (ODEs). The recommended primary text is "Ordinary Differential Equations" by Ross, which covers most topics in the third section of the curriculum. For additional practice, users should consider "Ordinary Differential Equations" by Zill, as it contains more challenging exercises. For advanced learners, the book by Arnold is suggested, although it is noted to be more complex.

PREREQUISITES
  • Familiarity with Ordinary Differential Equations concepts
  • Basic understanding of mathematical proofs
  • Knowledge of differential equation applications
  • Experience with mathematical problem-solving techniques
NEXT STEPS
  • Research "Ordinary Differential Equations" by Zill for practice exercises
  • Explore "Ordinary Differential Equations" by Ross for theoretical understanding
  • Investigate advanced topics in differential equations through Arnold's text
  • Look into supplementary resources on proof techniques in mathematics
USEFUL FOR

Students and educators in mathematics, particularly those focusing on Ordinary Differential Equations, as well as anyone seeking to enhance their understanding and problem-solving skills in this area.

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There's also proofwiki.org, and?
 
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No notes. But a good simple, informative, fun to read book , is book Ross : Ordinary Differential Equations.

It coveres the majority of topics in the 3rd section box, and a few from the 4th.

The only issue with Ross is that the exercises are too easy. So buy a cheap copy of Zill Ordinary Differential Equations, and work the exercises from Zill and read Ross.


For something that would cover the 4th section, it would be a second book on Differential Equations.

I dont have a recommendation, and the only book I own is the one by Arnold, readable, but advanced.
 

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