Gevrey regularity on maximally real submanifolds
نویسندگان
doi
10.30504/jims.2024.412001.1140چکیده
The Fourier -Br\'os -Iagolnitzer (FBI) transform is the right tool to characterize microlocal analyticity, microlocal smoothness, and Gevrey regularity. In this paper, we characterize microlocal Gevrey regularity of a distribution on a maximally real submanifold of $\mathbb{C}^m$ using the FBI transform.