Newbetuts
.
New posts in laplacian
$\Delta \mathbf n = -2 \mathbf n$ on the Euclidean sphere
differential-geometry
riemannian-geometry
surfaces
laplacian
Does the Bi-Laplacian generate an analytic semigroup?
functional-analysis
operator-theory
hilbert-spaces
laplacian
semigroup-of-operators
Distributional Laplacian of logarithm and the Dirac delta distribution
measure-theory
partial-differential-equations
distribution-theory
laplacian
Harmonic polynomials property
polynomials
harmonic-functions
laplacian
spherical-harmonics
A question about the laplacian of homogeneous functions.
partial-differential-equations
harmonic-functions
laplacian
spherical-harmonics
The Laplacian of the squared length of a (0,2)-tensor
riemannian-geometry
tensor-products
laplacian
inverse laplace operator bounded
functional-analysis
operator-theory
sobolev-spaces
laplacian
poissons-equation
Laplace equation of composite function
multivariable-calculus
laplacian
Removable singularity for harmonic functions
real-analysis
partial-differential-equations
harmonic-functions
laplacian
Symmetries and eigenvalues of the Laplacian.
partial-differential-equations
eigenvalues-eigenvectors
spectral-theory
laplacian
Laplacian of spherical coordinates
spherical-coordinates
laplacian
Dirac's delta in 3 dimensions: proof of $\nabla^2(\|\boldsymbol{x}-\boldsymbol{x}_0\|^{-1})=-4\pi\delta(\boldsymbol{x}-\boldsymbol{x}_0)$
functional-analysis
physics
distribution-theory
dirac-delta
laplacian
Understanding the Laplace operator conceptually
differential-geometry
reference-request
soft-question
laplacian
big-picture
Intuitive interpretation of the Laplacian Operator
multivariable-calculus
intuition
laplacian
Prev