Compact composition operators on BMOA and the Bloch space

By Hasi Wulan, Dechao Zheng, Kehe Zhu. 2009

151 citations recorded by the source corpus.

Subfields: Algebra and Number Theory, Applied Mathematics, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/3dbeb15b72359dd6cd31e74704fb67188a35c7f5

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Algebra and Number Theory

1. Yutian Wu
2. Mikael Lindström
3. K. Esmaeili
4. Hasi Wulan

In Applied Mathematics

1. K. Esmaeili
2. Yutian Wu
3. Mikael Lindström
4. Hasi Wulan

In Mathematical Physics

1. Yutian Wu
2. Mikael Lindström
3. Hasi Wulan

Citations in the corpus

• Weighted Composition Operators Between Zygmund Type Spaces and Their Essential Norms (2013, result): “See also [9,10] for corresponding results for composition operators between Bloch type spaces.”
• Products of differentiation and composition operators on the Bloch space (2012, methodology): “theorem, which generalizes Theorem 3 in [ 9 ].”
• New estimates of Essential norms of weighted composition operators between Bloch type spaces (2012, unknown): “Very recently, Wulan, Zheng and Zhu showed another approach by using the n-th power of φ to characterize compact composition operators on the Bloch space in [16].”