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real analysis - Pointwise convergence of Fourier series - Dirichlet theorem2 - Mathematics Stack Exchange
![SOLVED:Theorem 2. Uniform Convergence The Fourier series ZAnXn(x) con- verges to f(x) uniformly on [a, b] provided that (i) f(x); f'(x); and f"(x) exist and are continuous for a < x < SOLVED:Theorem 2. Uniform Convergence The Fourier series ZAnXn(x) con- verges to f(x) uniformly on [a, b] provided that (i) f(x); f'(x); and f"(x) exist and are continuous for a < x <](https://cdn.numerade.com/ask_images/ffac2b7bf97347ce982f91ec44a19414.jpg)
SOLVED:Theorem 2. Uniform Convergence The Fourier series ZAnXn(x) con- verges to f(x) uniformly on [a, b] provided that (i) f(x); f'(x); and f"(x) exist and are continuous for a < x <
![On the Uniform Convergence of Fourier's Series - Hobson - 1907 - Proceedings of the London Mathematical Society - Wiley Online Library On the Uniform Convergence of Fourier's Series - Hobson - 1907 - Proceedings of the London Mathematical Society - Wiley Online Library](https://londmathsoc.onlinelibrary.wiley.com/cms/attachment/06cc12cc-5549-4380-9b9a-89a9cf00c720/plms_s2-5.1.275.fp.png)
On the Uniform Convergence of Fourier's Series - Hobson - 1907 - Proceedings of the London Mathematical Society - Wiley Online Library
![A difficulty in understanding an example of a remark on pointwise convergence of Fourier series. - Mathematics Stack Exchange A difficulty in understanding an example of a remark on pointwise convergence of Fourier series. - Mathematics Stack Exchange](https://i.stack.imgur.com/4VTyK.png)
A difficulty in understanding an example of a remark on pointwise convergence of Fourier series. - Mathematics Stack Exchange
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