A new nonlocal Neumann boundary condition recovers the local Neumann problem at O(δ²) accuracy in the L∞ norm for 2D nonlocal diffusion.
Peridynamics and material interfaces.Journal of Elasticity, pages 1–24, 2015
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An Asymptotically Compatible Approach For Neumann-Type Boundary Condition On Nonlocal Problems
A new nonlocal Neumann boundary condition recovers the local Neumann problem at O(δ²) accuracy in the L∞ norm for 2D nonlocal diffusion.