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2D convolution of two circles

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#circles #convolution #signal-processing #image-processing
82
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Fourier transform of a double integral

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#fourier-transform #convolution #multiple-integral
27
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If $G^{(k)}(y)$ is the $k^{th}$ derivative of the Gaussian function, how can we guarantee $|G^{(k)}| \leq C_k e^{-|y|}$ for some coefficients $C_k$?

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#fourier-analysis #fourier-transform #convolution #gaussian
663
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What would a 3-way convolution be?

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#convolution
47
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Equality of integrations

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#calculus #integration #solution-verification #convolution
148
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Computing the convolution of random variables to determine $Z=X+Y$

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#probability #probability-distributions #random-variables #convolution
305
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Difference in the interpretation of cross-correlation and convolution?

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#convolution #signal-processing #correlation #image-processing
454
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Pdf of sum of exponential random variables

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#probability-distributions #solution-verification #convolution #density-function #exponential-distribution
442
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Convolution of a compactly supported $f \in L^1(\mathbb{R}^n)$ with a function $g \in L^1_{\text{loc}}(\mathbb{R}^n)$

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#real-analysis #integration #lp-spaces #convolution
28
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Graphical depiction of continuous convolution

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#discrete-mathematics #convolution
50
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Can the sum of two non-degenerative random variables ever be uniform?

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#probability-theory #convolution #uniform-distribution
111
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Pdf of the difference of random variables X and Y, both continuously, uniformly distributed on [0,1]

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#probability #probability-theory #convolution
92
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Are they known properties for the self-convolution application $H : f \mapsto f \star f$?

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#functional-analysis #reference-request #lp-spaces #convolution
40
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Show that $f(t) \star g(t) = \sum_{n = -\infty}^{\infty} {c_n d_n e^{j n w_0 t}}$

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#fourier-series #fourier-transform #convolution
100
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Gaussian deconvolution for rapidly decreasing functions.

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#convolution #gaussian #inverse-problems #deconvolution

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