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math.AP2026
A unified approach to nonlinear Stein theorems
Arka Mallick, Swarnendu Sil
We study regularity for the variable exponent quasilinear -Laplace type equation on domains in Heisenberg groups and Euclidean spaces. We establish bord…
math.AP2026
Gradient estimates for -harmonic differential forms
Anna Balci, Swarnendu Sil, Mikhail Surnachev
In this paper, we establish gradient bounds for -harmonic differential forms subject to a Coulomb-type gauge condition. For variable exponents satisfying the log-Hölder c…
math.AP2026
Weighted estimates for Hodge-Maxwell systems
Rohit Mahato, Swarnendu Sil
We establish up to the boundary regularity estimates in weighted spaces with Muckenhoupt weights for weak solutions to the Hodge systems \begin{align*} d^{\ast}\lef…