Definition of Laplacians. Meaning of Laplacians. Synonyms of Laplacians

- sum is 1 + 1 = 2. Alternatively, the symmetric Laplacian matrix can be calculated from the two Laplacians using the indegree and outdegree, as in the following...
- In mathematics, the Laplace operator or Laplacian is a differential operator given by the divergence of the gradient of a scalar function on Euclidean...
- condition), is rarely used for graph Laplacians, but is common in other applications. Multidimensional discrete Laplacians on rectangular cuboid regular grids...
- In mathematics, the fractional Laplacian is an operator, which generalizes the notion of Laplacian spatial derivatives to fractional powers. This operator...
- of discrete Laplacians, named after Leopold Kronecker, is a discrete version of the separation of variables for the continuous Laplacian in a rectangular...
- (New York, 1951) p.4. Marij (2014). "On the origins and foundations of Laplacian determinism" (PDF). Studies in History and Philosophy of Science. 45:...
- Laplacian smoothing is an algorithm to smooth a polygonal mesh. For each vertex in a mesh, a new position is chosen based on local information (such as...
- other Geometries and for certain degenerate Laplacians ****ociated with these geometries like the Kohn Laplacian (after Joseph J. Kohn) on a compact CR manifold...
- that besides the specific topic of Laplacian blob detection, local maxima/minima of the scale-normalized Laplacian are also used for scale selection in...
- series. This is a general fact about elliptic operators, of which the Laplacian is a major example. The uniform limit of a convergent sequence of harmonic...