Resumen de New gradient estimates for parabolic equations
We prove sharp Lorentz- and Morrey-space estimates for the gradient of solutions to non homogeneous nonlinear parabolic equations, where the vector field is assumed to satisfy classical growth and ellipticity conditions and where the inhomogeneity is only assumed to be integrable to the some power larger than 1. In particular we investigate the case where the integrability exponent stays below the duality exponent.
