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20132026
most citedThe non-isentropic Einstein-Euler system written in a symmetric hyperbolic form

14 citations · 19 across the 6 of their papers we have counts for

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math.AP2026

Bisingular pseudodifferential operators on products of compact Lie groups

G. Drei, S. Federico, A. Parmeggiani

In this paper we develop the calculus of bisingular pseudodifferential operators on the product compact Lie groups, which extends the one that was earlier introduced by the…

math.AP2021

On a class of pseudodifferential operators on the product of compact Lie groups

Serena Federico, Alberto Parmeggiani

In this paper a bisingular pseudodifferential calculus, along the lines of the one introduced by L. Rodino in [12], is developed in the global setting of a product of compact Lie g…

math.AP2018★ 5 cited

On the Local solvability of a class of degenerate second order operators with complex coefficients

Serena Federico, Alberto Parmeggiani

We study the local solvability of a class of operators with multiple characteristics. The class considered here complements and extends the one studied in [9], in that in this pape…

math.AP2017

Global Gevrey hypoellipticity for the twisted Laplacian on forms

Wei-Xi Li, Alberto Parmeggiani, Yan-Lin Wang

We study in this paper the global hypoellipticity property in the Gevrey category for the generalized twisted Laplacian on forms. Different from the 0-form case, where the twisted…

math.AP2013

Semiclassical hypoelliptic estimates with a big loss of derivatives

Alberto Parmeggiani, Karel Pravda-Starov

We study the pseudospectral properties of general pseudodifferential operators around a doubly characteristic point and provide necessary and sufficient conditions for semiclassica…