The operator Delta 2 is called operator
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the Laplace operator, a differential operator often denoted by the symbol ∇ The Hessian matrix is sometimes denoted by ∇ Aitken's delta-squared process, a numerical analysis technique used for accelerating the rate of convergence of a sequence.
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The operator delta 2 is called the Laplace operator or Laplacian operator
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- Laplace operator was first applied to the study of celestial mechanics, or the motion of objects in outer space by Pierre-Simon de Laplace
- It has also been used to calculate many different phenomena like electric potential, diffusion for heat and fluid flow and quantum mechanics, etc...
- It is often denoted by the symbol ∇ Hessian matrix
- Laplace operator is also denoted by ∇ Aitken's delta-squared process.
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