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In this paper, we first study several properties of nonlinear inequality constraints. These properties are employed to investigate the semicontinuity of solution maps as well as well-posedness under perturbations to equilibrium problems with nonlinear inequality constraints.
This paper establishes a removable singularity theorem for the quasilinear elliptic equations with source terms like...
We study wave interactions and stability of Riemann solutions to the inhomogeneous Aw-Rascle (AR) model with Coulomb-like friction term for modified Chaplygin gas. First, the Riemann problem with initial data of two piecewise constants is technically solved by introducing some variable...
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