# Search results for: Jehan Oh

Mathematische Nachrichten > 293 > 4 > 651 - 669

Calculus of Variations and Partial Differential Equations > 2019 > 58 > 6 > 1-27

*p*-Laplacian type with inhomogeneous boundary and initial data, with $$p\in (\frac{2n}{n+2},\infty )$$ p∈(2nn+2,∞) . We show bounds on the gradient of solutions in the Lebesgue-spaces with arbitrary large integrability exponents and natural dependences on the right hand side and the boundary data. In particular, we provide a new proof of...

Mathematische Zeitschrift > 2018 > 290 > 3-4 > 973-990

Applied Mathematics Letters > 2018 > 76 > C > 227-235

Journal of Differential Equations > 2017 > 263 > 2 > 1643-1693

Calculus of Variations and Partial Differential Equations > 2017 > 56 > 2 > 1-36

Journal of Differential Equations > 2016 > 260 > 11 > 7965-7981

Nonlinear Analysis > 2015 > 123-124 > Complete > 150-157