Fourier series: Uniform Convergence of Fourier series
Uniform convergence of Fourier series
Does the Fourier series of the periodic function #f# with period #10# given by #f(x)=x^2\cdot \left| x\right| # on #\ivco{-5}{5}# converge uniformly to #\frac{f_-(x)+f_+(x)}{2}#?
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