HIGHLIGHTS
- who: Luigi Rodino from the Department of Mathematics, Universitu00e0 di Torino, Via Carlo Alberto, Turin, Italy have published the paper: Microlocal analysis for Gelfand-Shilov spaces, in the Journal: (JOURNAL)
- what: The authors determine the wave front set of certain series of derivatives of the Dirac delta and exponential functions. The authors aim for microlocal versions of this result, as well as propagation of singularities for Schru00f6dinger operators of the form Q=iu2202t - P=iu2202t + - |x|2m. 5 Relations between the t, s-Gelfand-Shilov wave front set and the s-Gevrey wave front set . . .
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