On the canonical solution of $\protect \,\protect \,\protect \overline{\protect \!\partial }$ on polydisks
- Resource Type
- article
- Authors
- Jin, Muzhi; Yuan, Yuan
- Source
- Comptes Rendus. Mathématique, Vol 358, Iss 5, Pp 523-528 (2020)
- Subject
- Mathematics
QA1-939
- Language
- English
French
- ISSN
- 1778-3569
We observe that the recent result of Chen–McNeal [6] implies that the canonical solution operator satisfies Sobolev estimates with a loss of $n-2$ derivatives on the polydisk $\Delta ^n$ and particularly is exact regular on $\Delta ^2$.