发表刊物：arXiv:2502.08406

摘要：For Hardy spaces and weighted Bergman spaces on the open unit ball in Cn, we determine exactly when Apα⊂Hq or Hp⊂Aqα, where 0<q<∞, 0<p<∞, and −∞<α<∞. For each such inclusion we also determine exactly when it is a compact embedding. Although some special cases were known before, we are able to completely cover all possible cases here. We also introduce a new notion called {\it tight fitting} and formulate a conjecture in terms of it, which places several prominent known results about contractive embeddings in the same framework.

合写作者：Guanlong Bao, Pan Ma, Fugang Yan, Kehe Zhu

论文类型：期刊论文

学科门类：理学

一级学科：数学

文献类型：J

是否译文：否