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New posts in fourier-analysis
Rate of decay of Fourier coefficients vs smoothness
fourier-analysis
Which conditions must fulfill $f(t)$ to have an absolute-integrable Fourier Transform $F(w)$: $\int\limits_{-\infty}^\infty |F(w)| dw < \infty$?
analysis
fourier-analysis
fourier-transform
upper-lower-bounds
integral-inequality
Fundamental role of the Fourier Transform
soft-question
fourier-analysis
Dirac Delta function inverse Fourier transform
fourier-analysis
dirac-delta
Fourier Transform: Understanding change of basis property with ideas from linear algebra
linear-algebra
functional-analysis
fourier-analysis
Can Fourier transform be seen as a decomposition over a basis in a space of tempered distributions
fourier-analysis
hilbert-spaces
fourier-series
distribution-theory
Fourier transform of Schrödinger kernel: how to compute it?
calculus
fourier-analysis
The boundedness of an integral
calculus
integration
fourier-analysis
asymptotics
Are there functions $f(t)$ with $||f'(t)||_\infty < \infty$ such as their Fourier transform $F(w)$ makes $\int_{-\infty}^\infty|wF(w)|dw \to \infty$??
real-analysis
complex-analysis
derivatives
fourier-analysis
fourier-transform
How do we know the complex exponentials "span" the set of all real functions?
fourier-analysis
Wiener's theorem in $\mathbb{R}^n$
fourier-analysis
harmonic-analysis
banach-algebras
Von Neumann Stability vs ''Regular" Stability criteria
partial-differential-equations
numerical-methods
fourier-analysis
finite-differences
pointwise convergence of Fourier series
fourier-analysis
What is spectral leakage?
fourier-analysis
fourier-transform
signal-processing
$\sin$ and $\cos$ are the basis of what space?
linear-algebra
functional-analysis
fourier-analysis
hilbert-spaces
Fourier transform as a Gelfand transform
functional-analysis
fourier-analysis
operator-theory
banach-algebras
Fourier transform of a radial function is radial
real-analysis
fourier-analysis
fourier-transform
harmonic-analysis
Basic Properties Of Fourier Series. 2.
real-analysis
functional-analysis
fourier-analysis
fourier-series
Show that if $f \in L^1 \cap C$, then $\sum_{n \in \mathbb{Z}} f(x+n)$ exists and is uniformly continuous
sequences-and-series
fourier-analysis
uniform-convergence
uniform-continuity
Notes for Beginner Fourier Analysis?
reference-request
fourier-analysis
self-learning
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