I don't quite understand how a triangle mesh becomes a grid? Is that only a notation withe regard to Laplacian computation process?
what does this proof look like
The grid representation is essentially the same as a filter representation of a function used in convolution and such.
I don't understand which laplacian is computed in the triangle case?
The grid method looks much more simpler to use
An earlier lecture remarked that grid representations were more natural.
how to choose a discretization?
triangle mesh always makes more sense in graphics
The grid method looks simple and eleegant.
Grid method looks computationally easier
I don't quite understand how a triangle mesh becomes a grid? Is that only a notation withe regard to Laplacian computation process?
what does this proof look like
The grid representation is essentially the same as a filter representation of a function used in convolution and such.
I don't understand which laplacian is computed in the triangle case?
The grid method looks much more simpler to use
An earlier lecture remarked that grid representations were more natural.
how to choose a discretization?
triangle mesh always makes more sense in graphics
The grid method looks simple and eleegant.
Grid method looks computationally easier