On a class of degenerate hypoelliptic polynomials
type: Item
instance of: scholarly article
title: On a class of degenerate hypoelliptic polynomials
author: H. G. Kazaryan
author: Vachagan N. Margaryan
published in: Transactions of the Moscow Mathematical Society
publication date: 2024-11-01T00:00:00Z
Mathematics Subject Classification ID: 12E10
Mathematics Subject Classification ID: 12D05
Mathematics Subject Classification ID: 26D05
Mathematics Subject Classification ID: 35A23
zbMATH DE Number: 7937523
zbMATH Keywords: hypoelliptic differential operator (polynomial)
zbMATH Keywords: strength
zbMATH Keywords: dominance and power of operators (polynomials)
zbMATH Keywords: Newton polyhedron
MaRDI profile type: Publication
cites work: Hypoelliptic regularity in kinetic equations.
cites work: Su una classe di polinomi ipoellittici
cites work: Q3931762
cites work: Q5545711
cites work: The prevalence degree of degenerate polynomials and their hypoellipticity
cites work: Opérateurs différentiels partiellement hypoelliptiques et partiellement elliptiques.
cites work: Q5178817
cites work: Q4089202
cites work: Q4202964
cites work: ASYMPTOTIC PROPERTIES OF POLYNOMIALS AND ALGEBRAIC FUNCTIONS OF SEVERAL VARIABLES
cites work: ON A CLASS OF HYPOELLIPTIC OPERATORS
cites work: Q3671563
cites work: Q3996146
cites work: Q4056451
cites work: On the comparison of differential operators and on differential operators of constant strength
cites work: Estimates for differential operators and hypoelliptic operators
cites work: Permanent strength operators with lower estimates through derivatives and formally hypoelliptic operators
cites work: Comparison of powers of polynomials and their hypoellipticity
cites work: On almost hypoelliptic polynomials increasing at infinity
cites work: Criteria for hypoellipticity in terms of power and strength of operators
cites work: Q3755836
cites work: Q4892793
cites work: Q3913138
cites work: Sur une classe d'opérateurs différentiels hypoelliptiques
cites work: Q5577821
cites work: Q5555244
cites work: Q4172368
cites work: Q5735397
cites work: Q5726881
cites work: Opérateurs différentiels hypoelliptiques
cites work: ON A CLASS OF HYPOELLIPTIC POLYNOMIALS
cites work: Sur L'hypoellipticite des opérateurs différentiels du second ordre à coefficients réels
DOI: 10.1090/MOSC/337
description: scientific article; zbMATH DE number 7937523