In this note we discuss the relationship, under an algebraic constant rank condition, between the regularity of the characteristic form's coefficients of a degenerate elliptic linear PDO in R^N and the regularity of vector fields controlling its degeneracy. We consider both the cases where the number of vector fields is N and it is equal to the rank.
On the regularity of vector fields underlying a degenerate-elliptic pde / Battaglia, Erika; Biagi, Stefano; Tralli, Giulio. - In: PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY. - ISSN 0002-9939. - 146:4(2018), pp. 1651-1664. [10.1090/proc/13866]
On the regularity of vector fields underlying a degenerate-elliptic pde
Tralli, Giulio
2018
Abstract
In this note we discuss the relationship, under an algebraic constant rank condition, between the regularity of the characteristic form's coefficients of a degenerate elliptic linear PDO in R^N and the regularity of vector fields controlling its degeneracy. We consider both the cases where the number of vector fields is N and it is equal to the rank.File allegati a questo prodotto
Non ci sono file associati a questo prodotto.
I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
