Tangjun Wang

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math.AP2026

A Nonlocal $p$ -Laplacian Interface Model with Sharp Interface

Kehan Shi, Zuoqiang Shi, Tangjun Wang

We propose an energy-based nonlocal $p$ -Laplacian interface problem. Neumann interface conditions are naturally formulated via the energy, while Dirichlet conditions are enforced t…

math.AP2025

A Nonlocal Biharmonic Model with $I^$ -Convergence to Local Model and an Efficient Numerical Method

Weiye Gan, Tangjun Wang, Qiang Du +1

Nonlocal models and their associated theories have been extensively investigated in recent years. Among these, nonlocal versions of the classical Laplace operator have attracted th…

A Nonlocal p-Laplacian Interface Model with Sharp Interface

A Nonlocal Biharmonic Model with I^-Convergence to Local Model and an Efficient Numerical Method

A Nonlocal $p$ -Laplacian Interface Model with Sharp Interface

A Nonlocal Biharmonic Model with $I^$ -Convergence to Local Model and an Efficient Numerical Method