Abstract
In this paper, the boundary problems (1.1) and (3.1) are studied. The main results are the existence of a bounded weak solution of (1.1) under the minimal assumption (1.3) on $E$, and of the quasilinear problem (Hamilton-Jacobi equation) (3.1).
Citation
Lucio Boccardo. "Finite energy weak solutions to some Dirichlet problems with very singular drift." Differential Integral Equations 32 (7/8) 409 - 422, July/August 2019. https://doi.org/10.57262/die/1556762423
