T. Nau

most citedDiscrete Fourier multipliers and cylindrical boundary value problems

14 citations · 16 across the 2 of their papers we have counts for

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math.AP2013★ 2 cited

Local Strong Solutions for the Non-Linear Thermoelastic Plate Equation on Rectangular Domains in $L^{p}$ -Spaces

Stephan Fackler, Tobias Nau

We consider the non-linear thermoelastic plate equation in rectangular domains $Ω$ . More precisely, $Ω$ is considered to be given as the Cartesian product of whole or half spaces a…

math.AP2011★ 14 cited

Discrete Fourier multipliers and cylindrical boundary value problems

Tobias Nau, Robert Denk

We consider operator-valued boundary value problems in $(0, 2 π)^{n}$ with periodic or, more generally, $ν$ -periodic boundary conditions. Using the concept of discrete vector-valued Fo…

Local Strong Solutions for the Non-Linear Thermoelastic Plate Equation on Rectangular Domains in Lp-Spaces

Discrete Fourier multipliers and cylindrical boundary value problems

Local Strong Solutions for the Non-Linear Thermoelastic Plate Equation on Rectangular Domains in $L^{p}$ -Spaces