Proves that bilinear pseudo-differential operators with Gevrey-Hörmander symbols are invariant and continuous on modulation spaces, implying continuity on anisotropic Gelfand-Shilov spaces for both Beurling and Roumieu classes.
Tranquilli, Global normal forms and global properties in function space s for second order Shubin type operators PhD Thesis
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Bilinear pseudo-differential operators with Gevrey-H\"ormander symbols
Proves that bilinear pseudo-differential operators with Gevrey-Hörmander symbols are invariant and continuous on modulation spaces, implying continuity on anisotropic Gelfand-Shilov spaces for both Beurling and Roumieu classes.