Lectures That Follow Pugh: Real Mathematical Analysis

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The discussion centers on the search for video lectures that align with the book "Real Mathematical Analysis" by Pugh. While no specific video lectures were found, several resources were shared that could aid in studying the material. Brent Nelson from Berkeley offers a syllabus, handwritten notes, assignments, and midterms for chapters 5 and 6, complete with solutions. Additional resources include a 47-page review note set for graduate statistics students at Berkeley and a 78-page adaptation from UNC's biostatistics program. Evan Chen's notes cover chapters 1-4, while Alexander Yong provides an outline and assignments for the same chapters, including a midterm and final exam review. There is a mention of micromass, a user who previously contributed valuable insights, but they have not been active recently.
MidgetDwarf
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Not sure if this is the correct forum. But are there any video lectures that follow the book Pugh: Real Mathematical Analysis? Thanks.
 
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I think this is the best forum.

Since no one has answered and these are probably useful for someone:

Brent Nelson at Berkeley used Pugh for 105: syllabus, and notes, assignments and midterms for chapters 5 and 6 (with solutions). Notes are at the right, by section and are handwritten.

Here are some review notes (47 pages) based on Pugh to get graduate students in statistics up to speed at Berkeley. And here is an adaption (78 pages) by UNC's graduate biostatistics program for the same purpose that incorporates other sources.

Here are Evan Chen's 74 pages of notes from Pugh's 104 course for chapters 1-4.

Here are Alexander Yong's outline and assignments from Pugh for chapters 1-4 (listed problems). Not sure if the numbers have changed for problems since the then available edition. Also includes a midterm; and a final exam review.

Haven't yet seen video lectures.

micromass might be willing to comment on problem selection.
 
TurboDiesel said:
micromass might be willing to comment on problem selection.
Sadly, we haven't seen micromass around in a few years. He was a large reason why I joined PF in the first place.
 
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i am self learning physics. have you ever worked your way backwards again after finishing most undergrad courses? i have textbooks for junior/senior physics courses in classical mechanics, electrodynamics, thermal physics, quantum mechanics, and mathematical methods for self learning. i have the Halliday Resnick sophomore book. working backwards, i checked out Conceptual Physics 11th edition by Hewitt and found this book very helpful. What i liked most was how stimulating the pictures...

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