Fourier Series and IntegralsDavid Aldous, Y. L. Tong, H. Dym, H. P. McKean
Fourier Series and Integrals
by David Aldous, Y. L. Tong, H. Dym, H. P. McKean · first published 1985
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…recommend * Stephen Abbott, Understanding Analysis, for mathematical analysis and a little bit of real analysis * David Williams, Probability with Martingales, for advanced probability * Dym and McKean, Fourier Series and Integrals Alternatively if you have a more cursory interest, you can probably check out Metacademy [1] which provides roadmaps to learning a variety of math (and ML) concepts. [1]: https://metacademy.org/browse
on “Ask HN: Is there a website specialized in mathematics courses?” ↗…was stimulated by the first overtone of the key struck and released. The Fourier integral applies to functions on the whole real line. Very careful math is in Rudin, Real and Complex Analysis. Yes, Fourier series and integrals can be looked at as all about perpendicular projections of rank 1 as emphasized in Halmos, Finite Dimensional Vector Spaces, written in 1942 when Halmos was an assistant to John von Neumann at the Institute…
on “Ask HN: What scientific phenomenon do you wish someone would explain better?” ↗