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math.AP2015
Non-analytic Superposition Results on Modulation Spaces with Subexponential Weights
Maximilian Reich, Michael Reissig, Winfried Sickel
Motivated by classical results for Gevrey spaces and their applications to nonlinear partial differential equations we define so-called Gevrey-modulation spaces. We establish analy…
math.AP2014★ 3 cited
A Non-analytic Superposition Result on Gevrey-modulation Spaces
Maximilian Reich
After defining classical weighted modulation spaces we show some basic properties. In this work we additionally choose an approach in terms of the frequency-uniform decomposition a…