| And we all know that the Laplacian operator is by far the most important differential operator in Mathematical Physics. |
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| Equation 1 implicitly assigns a unary weight to each level of the Laplacian pyramid. |
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| The state matrix of the equation is time-dependent and no longer a Laplacian matrix, and is neither symmetric nor diagonalizable. |
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| Unfortunately, their strategy only worked for the 3D Navier-Stokes equations when the Laplacian operator A in was replaced by another similar linear operator. |
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| The LaPlacian and gradient terms were solver with a 2nd order Gaussian integration technique. |
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