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Rotational smoothing 

Caro, P.; Meroño, C.; Parissis, I. (2022-01-05)
Rotational smoothing is a phenomenon consisting in a gain of regularity by means of averaging over rotations. This phenomenon is present in operators that regularize only in certain directions, in contrast to operators ...
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The Frisch–Parisi formalism for fluctuations of the Schrödinger equation 

Kumar, S.; Ponce Vanegas, F.Autoridad BCAM; Roncal, L.Autoridad BCAM; Vega, L.Autoridad BCAM (2022)
We consider the solution of the Schrödinger equation $u$ in $\mathbb{R}$ when the initial datum tends to the Dirac comb. Let $h_{\text{p}, \delta}(t)$ be the fluctuations in time of $\int\lvert x \rvert^{2\delta}\lvert ...

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AuthorCaro, P. (1)Kumar, S. (1)Meroño, C. (1)Parissis, I. (1)Ponce Vanegas, F. (1)Roncal, L. (1)Vega, L. (1)SubjectFrisch--Parisi formalism (1)Multifractals (1)Schrödinger equation (1)Talbot effect (1)Vortex filament equation (1)... másFecha
2022 (2)

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