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Laplace operator

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Laplace operator [læˈplɑːs]
n
(Mathematics) Maths the operator ∂2/∂x2 + ∂2/∂y2 + ∂2/∂z2, Symbol #X2207;2 Also called Laplacian [ləˈpleɪʃɪən]
[named after Pierre Simon, Marquis de Laplace (1749-1827), the French mathematician, physicist, and astronomer]
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00 Paperback Contemporary mathematics; 476, Aportaciones matematicas / Sociedad Matematica Mexicana QC20 Drawn from their lectures given at the May 2005 summer school, these three expository articles connect the basic knowledge of a graduate student in mathematics with isoperimetric inequalities for eigenvalues of the Laplace operator, random Schrodinger operators, and the stability of matter in terms of quantum mechanics and quantum electrodynamics.
Fourth Summer School in Analysis and Mathematical Physics; topics in ... by SciTech Book News
With the help of symmetric differences the discrete Laplace operator can be constructed in the following way.
Discretization of continuum physics--a comparison of numerical ... by Herrmann, Heiko / Proceedings of the Estonian Academy of Sciences
2) We shall use a number of properties of spherical harmonics and of eigenfunctions of the Laplace operator on the unit ball.
Series expansion for functions bandlimited to a ball by Campbell, L. Lorne / Sampling Theory in Signal and Image Processing
 
 
 
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