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math.AP2026

Asymptotic limit for the isotropic-nematic problem with anisotropic elasticity

Fanghua Lin, Wei Wang, Zhifei Zhang

We consider the isotropic-nematic interface problem for liquid crystals based on the Landau-de Gennes model. We show that when the anisotropic elastic constant is negative, t…

math.AP2026

On the absence of point defects in biaxial Landau--de Gennes models

Haotong Fu, Huaijie Wang, Wei Wang +1

We study local minimizers of a sextic-potential Landau--de Gennes energy for nematic liquid crystals in the small-elastic-constant limit. Under the uniform energy and bo…

math.AP2026

Existence of weak solutions for two-phase matrix-valued harmonic map flows

Wei Wang, Zhifei Zhang

The paper proves the existence of weak solutions for a two‑phase matrix‑valued harmonic map flow, using a time‑discretized minimizing‑movement scheme linked to a prescribed interfa…

math.AP2026

Stratification and rectifiability of harmonic map flows via tangent measures

Haotong Fu, Wei Wang, Ke Wu +1

In this paper, we investigate the stratification theory for ``suitable solutions" of harmonic map flows based on the spatial symmetry of tangent measures. Building on the quantitat…

math.AP2024

Fine structure of rupture set for semilinear elliptic equation with singular nonlinearity

Wei Wang, Zhifei Zhang

In this paper, we study the stationary solutions of semilinear elliptic equation with singular nonlinearity where $…