Search found 3 matches
- 2012-08-24T03:36:26-07:00
- Forum: Digital Image Processing
- Topic: "Ideal weight" for Discrete Laplacian?
- Replies: 1
- Views: 11608
"Ideal weight" for Discrete Laplacian?
I am wondering if there is a "proper" weighting for a Discrete Laplacian operator in which the result values are not chosen for edge enhancement but for the closest representation to del2x plus del2y. For example, two common Laplacians are: [0, -1, 0; -1, 4, -1; 0, -1, 0] and [-1, -1, -1; -1, 8, -1 ...
- 2012-08-17T03:31:40-07:00
- Forum: Digital Image Processing
- Topic: Looking for academic reference on Discrete Laplacian kernels
- Replies: 3
- Views: 14952
Re: Looking for academic reference on Discrete Laplacian ker
Dear Fred,
Your paper is a great help and I'll cite it as a source if that's all right. I will also investigate the books you mentioned.
Thanks,
Eric
Your paper is a great help and I'll cite it as a source if that's all right. I will also investigate the books you mentioned.
Thanks,
Eric
- 2012-08-16T02:30:17-07:00
- Forum: Digital Image Processing
- Topic: Looking for academic reference on Discrete Laplacian kernels
- Replies: 3
- Views: 14952
Looking for academic reference on Discrete Laplacian kernels
Greetings, I found IM's information page on discrete Laplace operators ( http://www.imagemagick.org/Usage/convolve/#laplacian ) to be very helpful to some scientific computing I am doing. While I can find some academic discussions of discrete Laplacians, I have found only a couple of references that ...