TY  - GEN 
AU  - Jiménez Vargas, Antonio
AU  - Miura, Takeshi
PY  - 2021
SN  - 1607-3606
UR  - http://hdl.handle.net/10835/16501
AB  - For any p in [1,\infty], let S^p(D) be the space of holomorphic functions f on D such that f' belongs to the Hardy space H^p(D), with the sum norm. We prove that every approximate local isometry of S^p(D) is a surjective isometry and that every...
LA  - en
PB  - NISC (Pty) Ltd and Informa UK Limited (trading as the Taylor & Francis Group)
KW  - Algebraic reflexivity
KW  - Topological reflexivity
KW  - Isometry group
KW  - Isometric reflection
TI  - Approximate local isometries of derivative Hardy spaces
ER  -