Geometric Analysis of PDEs and Several Complex Variables

Geometric Analysis of PDEs and Several Complex Variables

In Honor of Jorge Hounie's 75th Birthday, Serra Negra, Brazil, July 31-August 4, 2023

Mir, Nordine; Hoepfner, Gustavo; Berhanu, Shiferaw

Springer International Publishing AG

11/2024

240

Dura

9783031697012

Pré-lançamento - envio 15 a 20 dias após a sua edição

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On Some Of The Works Of Jorge Hounie.- On The Research Of J. Hounie: A Personal Statement.- The Taylor Expansion Of Cr Germs On A Class Of Levi Degenerate Models.- On A Model "Sum Of Squares" Operator.- On The Local Regularity Of The Gevrey Vectors For Hoermander's Operators.- Bergman Logarithmically Flat And Obstruction Flat Hypersurfaces And Their Cr Structures.- Analyticity In A Dispersive Camassa-Holm Equation With Cubic Nonlinearities.- Distributions With Decay And Restriction Problems.- Equality Of Commutator Type And Levi Form Type For An (N ? 2)-Dimensional Bundle.- Characterization Of Real-Analytic Infinitesimal Cr Automorphisms For A Class Of Hypersurfaces In C4.- On Some Singular Integrals Linked To Solvability And Signal Theory.- Report on the Paper on Spectral Properties Of Certain Semiregular Systems of Pdes with Polynomial Coefficients.- Friedrichs' Lemma For Besov And Triebel-Lizorkin Spaces.- On The Solvability Of Pseudodifferential Equations In Microdistributions.- Contribution to the study of closed 1-forms and its applications.
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Partial differential equations;PDE;Several complex variables;Geometric analysis;Harmonic analysis;Functional analysis;Involutive structures;Cauchy-Riemann geometry;Cauchy-Riemann automorphisms;Harmonic oscillators;signal theory