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translations for
laplace operator
operador laplaciano
Definition of laplace operator
A
differential operator
,denoted
∆
and defined on
\mathbb{R}^n
as
\Delta = \sum_{i=1}^n \frac{\partial^2}{\partial x_i^2}
, used in the
modeling
of
wave
propagation
,
heat
flow
and many other
application
s
Related words
Laplace distribution
Laplace transform
Laplace's equation
Laplace pressure
Laplace expansion
inverse Laplace transform
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