LP regularity of Szegö projections on quotient domains

@article{78324,
   author = {Ghosh, Abhishek and Ghosh, Gargi},
   article_location = {Albany, USA},
   article_number = {july},
   keywords = {Hardy space; Lp regularity; quotient domains; Szegö projection},
   language = {eng},
   issn = {1076-9803},
   journal = {New York Journal of Mathematics},
   title = {LP regularity of Szegö projections on quotient domains},
   url = {https://nyjm.albany.edu/j/2023/29-35v.pdf},
   volume = {29},
   year = {2023}
}

TY  - JOUR
ID  - 78324
AU  - Ghosh, Abhishek - Ghosh, Gargi
PY  - 2023
TI  - LP regularity of Szegö projections on quotient domains
JF  - New York Journal of Mathematics
VL  - 29
IS  - july
SP  - 911-930
EP  - 911-930
PB  - University at Albany
SN  - 10769803
KW  - Hardy space
KW  - Lp regularity
KW  - quotient domains
KW  - Szegö projection
UR  - https://nyjm.albany.edu/j/2023/29-35v.pdf
N2  - We introduce a family of Hardy spaces {H-(sic)} ((sic)EG)1 on the distinguished boundary of the quotient domain Dn/G, where G is a finite pseudoreflection group acting on Dn and Gs1 is the set of equivalence classes of one-dimensional representations of G. We establish a uniform platform to study L-p regularity properties of the generalized Szego projections associated to Hardy spaces .7-C% for every (sic) ? G1.
ER  - 

GHOSH, Abhishek and Gargi GHOSH. LP regularity of Szegö projections on quotient domains. \textit{New York Journal of Mathematics}. Albany, USA: University at Albany, 2023, vol.~29, july, p.~911-930. ISSN~1076-9803.