And you would get linked here, where the answers are better. The blackboard was erased and the result lost until Hawking published the same result a year later, propelling him to fame (deserved, of course). Enter your mobile number or email address below and we'll send you a link to download the free Kindle App. There's nothing quite like the great "ah-ha!" The prof, like many (most?) For most students, the sublimeness of getting to the Reals and beyond tends to get lost in the grind of lectures, problem-sets and exams.
Audible has all the audio lectures for sale, which is how I got them on my kindle, and I have also seen them floating around the net in other formats. There was a problem loading your book clubs. Your email address will not be published. I really want these too so please do update if you get a response! Apologies for the late response — but thanks for the suggestion; I’ll investigate the idea. ). For details, please see the Terms & Conditions associated with these promotions. Richard Phillips Feynman ForMemRS was an American theoretical physicist, known for his work in the path integral formulation of quantum mechanics, the theory of quantum electrodynamics, the physics of the superfluidity of supercooled liquid helium, as well as his work in particle physics for which he proposed the parton model.
A repo of curated links to Math lectures by Prof. Richard Feynman. https://github.com/Inconditus/Feynman-Hughes-Malibu-Lecture-Series. they're used to log you in. The entire 50-minute lecture (Vol I Chapter 22 in The Feynman Lectures on Physics) is amazing: Feynman starts with simple counting, and ends up with “the most remarkable formula in mathematics” (see below). 4 0 obj The formulation is based on tensor calculus approach. First I found it hard to get much out of a Real Analysis course when I was a grad student. We use essential cookies to perform essential website functions, e.g. Reviewed in the United States on April 18, 2016, Reviewed in the United States on July 2, 2020. It hadn't even been put out on the floor. As for algebra + geometry with physics, there are people who have cut a path to that (see texts by Hestenes), unfortunately, it requires some mathematical sophistication and most curriculums simply don't have the time to reach that level for undergrads, given the way that they're structured. Select Accept all to consent to this use, Reject all to decline this use, or More info to control your cookie preferences. I've just had to try it out. Helped me think about things I already thought I understood in a much clearer way. a' = a - 1 + x/c^x will converge the base-c logarithm of x (though it will converge slowly if you start very far from the solution). It also analyzes reviews to verify trustworthiness. mathematicians seemed to be more interested in investigating ingeniously weird boundary cases. Available at the arXiv this evening is something quite fascinating. Feynman Lectures Simplified 4A: Math for Physicists (Everyone’s Guide to the Feynman Lectures on Physics Book 12). For proofs, could you recommend any good resources for a beginner? © 2020 Richard Feynman. It was worth it. Is the "exponentiation is not repeated multiplication" statement true, and if so, does anybody have a recommendation on something I can read about it? I found this UTX Groups and Symmetries Book for 30-40 something american. It's sort of old-fashioned and idiosyncratic, but it's organized in a very clear way, with lots of "here's a diagram that illustrates the relationships between everything we've talked about so far" moments - it's a good read but you might want to supplement it with other references. I also like the posts on this blog as well: https://dhruvp.netlify.com/2018/12/31/matrices/, 3Blue1Brown[1]:
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