Top new questions this week:
|
|
I've looked at various resources about Delta-Sigma modulators, and I find them fascinating. However, I'm confused on a particular point and and am looking for an explanation.
In my understanding, …
|
|
The problem
Take 50+ of Lena images, add gaussian noise to them to the point that you couldn't say it is Lena. I insist, gaussian noise, not gaussian blurring.
Now imagine a cropping window randomly …
|
|
I have a signal which looks something like:
The 12 main round peaks is what I'd like to keep. However, the peak detection algorithm I apply is picking up the in-between noisy peaks. Any strategies …
|
|
I have a complex data series, and I would like to fit a fixed number (in this case, two) of complex exponentials of the form $Ae^{jBn}$, where A, B are complex. Not interested in the phase (i.e. arg …
|
|
Prewitt operator is a common operator to compute image gradient in edge detection, and I knew that to apply this Prewitt operator to an image is just to convolve them together, say, the image is …
|
|
I need to compute the eigenvalues and eigenvectors of a 3D image Laplacian. All the information and examples I have read are for 2D images. The specific questions are:
How can I obtain a 2D matrix …
|
|
I have the original signal, a .wav file and by blind source separation, i have reconstructed the signal.
How can I calculate the SNR in this case? or is it good to use any other performance …
|
Greatest hits from previous weeks:
|
|
Given an arbitrary frequency response, what signal processing methods might exist that could guess, estimate or determine a transfer function (pole and zero constellation) which gives a "reasonably …
|
|
In an answer to a previous question, it was stated that one should
zero-pad the input signals (add zeros to the end so that at least half of the wave is "blank")
What's the reason for this?
|
Can you answer these?
|
|
Ok I need to understand how some harmonic calculations work to apply some transforms.
If I have a periodic functiion f(x). And I have the values of that function for several values of x (say x goes …
|
|
Define an $n\times N$ sensing matrix $A$ by $A_{ij} = 0$ with probability $p$, and $A_{ij} = 1/\sqrt{n}$ with probability $1-p$. Does $A$ satisfy the restricted isometry property?
For reference, the …
|