Microlocal analysis of the generalized Radon transform over the level curves of CES-functions
Résumé
We show that the generalized Radon transform over the level curves of CES-functions in the positive quadrant is an integral Fourier operator satisfying the condition of microlocal regularity. We describe a method for reconstruction of singularities of a function from the singularities of its generalized Radon transform.
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