Self-Study Differential Equations: Textbook for EE Major

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Discussion Overview

The discussion revolves around recommendations for textbooks on differential equations suitable for self-study, particularly for an Electrical Engineering major. Additionally, participants explore resources for quantum mechanics that complement their learning in differential equations.

Discussion Character

  • Exploratory
  • Technical explanation
  • Homework-related

Main Points Raised

  • One participant expresses the need for a clear and accessible textbook on differential equations due to scheduling conflicts with formal courses.
  • Another participant suggests Dover publications as a good source for ordinary and partial differential equations, recommending specific titles by Tanenbaum and Farlow.
  • A different participant recommends Ross's "Differential Equations" for its balance of theory and application, highlighting its chapter on power series as particularly useful.
  • One participant asserts that Zettili and Shankar are excellent resources for quantum mechanics, with Zettili being described as an ideal introductory text.
  • There is a question raised about the relationship between quantum mechanics and statistics/probability, noting that undergraduate courses typically do not require a statistics prerequisite.
  • A later reply suggests that quantum mechanics only requires basic probability concepts, which can be covered in the course itself.

Areas of Agreement / Disagreement

Participants present multiple recommendations for textbooks, indicating a variety of opinions on the best resources for both differential equations and quantum mechanics. The discussion on the prerequisites for quantum mechanics courses reveals differing views on the necessity of a statistics background.

Contextual Notes

Some recommendations depend on personal preferences and experiences with the textbooks, and there is no consensus on a single best resource for either subject. The discussion also highlights the varying levels of mathematical background that participants may have.

Who May Find This Useful

Students in Electrical Engineering or related fields looking to self-study differential equations and quantum mechanics may find the recommendations and insights shared in this discussion beneficial.

sandy.bridge
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Unfortunately I am unable to fit a first course in differential equations into my schedule, therefore I have opted to self study the said course. I am looking for a textbook appropriate for an introduction into differential equations that isn't too ambiguous to tackle on my own. I am an EE major wanting to expand my knowledge in quantum mechanics on the side (the amount of quantum mechanics for my degree is minute, so I am self-teaching what I can.)
 
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Also, any other math textbooks that will aid with quantum mechanics is appreciated
 
I thimk that Dover publications would suit you pretty nicely. Search for their books on ODEs (tanenbaum) and PDEs (farlow). As for QM, you could use Zettil, Ballentine or Griffiths. A search in the forum's previous threads would be a good option too :P
 
Ross, Differential Equations. It has a very nice blend of theory, simply solving DEs and applications. I think his chapter on solving ODEs with power series is especially instructive.

https://www.amazon.com/dp/0471032948/?tag=pfamazon01-20

I just got a used hardcover cause it is pricey otherwise.
 
Last edited by a moderator:
One more thing: I was under the impression qm dealt a lot with statistics/probability, however, the majority of undergraduate qm courses don't require a statistics course as a prereq. Why is that?
 
Last edited by a moderator:
sandy.bridge said:
One more thing: I was under the impression qm dealt a lot with statistics/probability, however, the majority of undergraduate qm courses don't require a statistics course as a prereq. Why is that?


Because quantum mechanics only uses very simple aspects of probability theory, so it is easily covered in class.
 

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