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Fourier Analysis: An Introduction (Princeton Lectures in Analysis, Volume 1) by
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Tommy Pett
is on page 200 of 328
Working through chapter 5 right now, and honestly this book is goated. The general notes are good but not as good as abbot imo, but the exercises and problems are amazing. Seriously. Like aluffi, they are almost all designed to get your ability in that topic to see how it connects to other fields, or see the extent of where things stop holding, or they are set up for problems in later chapters.
— Jun 19, 2026 11:43AM
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Jakub Krukowski
is 50% done
An approachable book for beginners. The book provides the most common notions regarding Fourier Analysis, such as Fourier series and the Fourier transform. Many applications to different fields in mathematics are also presented.
— Nov 29, 2024 03:55PM
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Jakub Krukowski
is 50% done
An approachable book for beginners. The book provides the most common notions regarding Fourier Analysis, such as Fourier series and the Fourier transform. Many applications to different fields in mathematics are also presented.
— Nov 29, 2024 03:55PM
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Hassan Zayour
is on page 112 of 328
Really well-organized, articulate, and beneficial. The problems are also very interactive and educational. Nothing unusual of Professor Stein and Professor Shakarchi.
— Oct 19, 2021 05:53AM
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