Resources | Topics in Fourier Analysis | Mathematics

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Instructor

Prof. Daniel Stroock

Departments

Mathematics

As Taught In

Spring 2024

Level

Non-Credit

Topics

Mathematics
- Mathematical Analysis

Learning Resource Types

Online Textbook

Lecture Notes

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Lecture Notes

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838 kB

RES.18-015 S24 Full Lecture Notes: Topics in Fourier Analysis

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378 kB

RES.18-015 S24 Lecture 01: Basic Theory of Fourier Series

pdf

312 kB

RES.18-015 S24 Lecture 02: The Gibbs Phenomenon

pdf

340 kB

RES.18-015 S24 Lecture 03: Bernoulli Polynomials

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308 kB

RES.18-015 S24 Lecture 04: Comparing Summability Methods

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382 kB

RES.18-015 S24 Lecture 05: Some Refinements

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304 kB

RES.18-015 S24 Lecture 06: The L^1 Fourier Transforms

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365 kB

RES.18-015 S24 Lecture 07: Computations and Applications of L^1 Fourier Transforms

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293 kB

RES.18-015 S24 Lecture 08: The L^1 Fourier Inversion Formula

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333 kB

RES.18-015 S24 Lecture 09: The Ornstein-Uhlenbeck Semigroup

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Course Info

Instructor

Prof. Daniel Stroock

Departments

Mathematics

As Taught In

Spring 2024

Level

Non-Credit

Topics

Mathematics
- Mathematical Analysis

Learning Resource Types

Online Textbook

Lecture Notes

Download Course

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Course Info

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Topics in Fourier Analysis

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Lecture Notes

Course Info

Instructor

Departments

As Taught In

Level

Topics

Learning Resource Types