Lukas Niebel

activity

20202026

L^{p}

-regularity with temporal weights and application to quasilinear kinetic diffusion equations

10 citations · 16 across the 20 of their papers we have counts for

collaborators

Showing 2020 · math.APShow all

2 papers · 2 filters

math.AP2020★ 10 cited

Kinetic maximal $L^{p}$ -regularity with temporal weights and application to quasilinear kinetic diffusion equations

Lukas Niebel, Rico Zacher

We introduce the concept of kinetic maximal $L^{p}$ -regularity with temporal weights and prove that this property is satisfied for the (fractional) Kolmogorov equation. We show that…

math.AP2020★ 1 cited

Kinetic maximal $L^{2}$ -regularity for the (fractional) Kolmogorov equation

Lukas Niebel, Rico Zacher

We introduce the notion of kinetic maximal $L^{2}$ -regularity with temporal weights for the (fractional) Kolmogorov equation. In particular, we determine the function spaces for the…

Kinetic maximal Lp-regularity with temporal weights and application to quasilinear kinetic diffusion equations

Kinetic maximal L2-regularity for the (fractional) Kolmogorov equation

Kinetic maximal $L^{p}$ -regularity with temporal weights and application to quasilinear kinetic diffusion equations

Kinetic maximal $L^{2}$ -regularity for the (fractional) Kolmogorov equation