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Regularity of Newtonian potential along smooth boundary

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3 votes

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Regularity of solution to Laplacian equation with Neumann data on Lipschitz domain

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2 votes

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Boundary estimates for Neumann derivative of solution to Laplacian equation with Dirchlet boundary data

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divergence equation with prescribed normal trace

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What's the predual of Holder continuous function spaces?

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In a short time $0<t<T$, does the $C^{1,\alpha}$ norm of mean curvature flow depend only on $T$ and the $C^{1,\alpha}$ norm of initial surface?

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Lower bound for total mean curvature among mean convex set in $3D$ with fixed volume

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Stack Exchange Network

42 Questions

Regularity of Newtonian potential along smooth boundary

On Fredholm alternative for Neumann conditions

On a rigidity question related to spherical derivative of meromorphic functions

On entire functions with polynomial Schwarzian derivative

Can a doubly periodic function be locally univalent?

Behavior of $|f'(z)|/(1+|f(z)|^2)$ as $|z| \rightarrow \infty$?

Regularity of solution to Laplacian equation with Neumann data on Lipschitz domain

How to understand the constant rank theorem for semilinear elliptic equations

Counting number of distinct eigenvalues

Boundary estimates for Neumann derivative of solution to Laplacian equation with Dirchlet boundary data

Determine the location of the boundary where the heat changes fastest

On the boundary integral of Neumann eigenfunctions

For globally conformally flat surfaces, does radial symmetry of conformal factor imply the surface is a sphere?

compatification of $\mathbb{R}^2$ under a conformal metric

Gauss-Bonnet Theorem on noncompact surface without boundary

Analyze a function defined in terms of an integral

Image of transcendental meromorphic functions

minimizing weighted length of closed curves

A question on preimage of a locally injective meromorphic function

Assuming the conformal factor is radially decreasing, prove or disprove the uniqueness of geodesic joining origin and points on the boundary of ball

An ODE comparison problem

divergence equation with prescribed normal trace

How to prove a developable surface must be ruled surface?

What's the predual of Holder continuous function spaces?

In a short time $0<t<T$, does the $C^{1,\alpha}$ norm of mean curvature flow depend only on $T$ and the $C^{1,\alpha}$ norm of initial surface?

Are there any nontrivial examples of $C^1$ hypersurfaces with bounded (integrable) generalized mean curvature?

Are there many "cusps" in a rectfiable star-shaped set?

Verifying a claim regarding $H^1$ weak convergence and $L^2$ strong convergence on a surface

How to evolve a star-shaped mean convex set to a strictly mean convex set?

Lower bound for total mean curvature among mean convex set in $3D$ with fixed volume