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H. Dan

5 papers here

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  • first author5

Across the 5 of 5 papers where every author was matched, so the position is known.

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  • math.FA5

identity via Semantic Scholar / OpenAlex

collaborators

5 papers

math.FA2020

Projections in Toeplitz algebra

Hui Dan, Xuanhao Ding, Kunyu Guo +1

Motivated by Barr{\'ı}a-Halmos's \cite[Question 19]{barria1982asymptotic} and Halmos's \cite[Problem 237]{Halmos1978A}, we explore projections in Toeplitz algebra on the Hardy spac…

math.FA2020

Power dilation systems {f(zk)}k∈N​ in Dirichlet-type spaces

Hui Dan, Kunyu Guo

In this paper, we concentrate on power dilation systems {f(zk)}k∈N​ in Dirichlet-type spaces Dt​ (t∈R). When t=0, we prove that $\{f(…

math.FA2019

A Sharp Inequality of Hardy-Littlewood Type Via Derivatives

Hui Dan, Kunyu Guo, Yi Wang

In this paper we consider a generalized version of Carleman's inequality. An equivalent version of it states that ∥f∥Aα2α​​≤∥f∥H2​, where f is a holomorphic func…

math.FA2019

The Periodic Dilation Completeness Problem: Cyclic vectors in the Hardy space over the infinite-dimensional polydisk

Hui Dan, Kunyu Guo

The classical completeness problem raised by Beurling and independently by Wintner asks for which ψ∈L2(0,1), the dilation system {ψ(kx):k=1,2,⋯} is complete in $L^2(…

math.FA2019

Dilation theory and analytic model theory for doubly commuting sequences of C.0​-contractions

Hui Dan, Kunyu Guo

Sz.-Nagy and Foias proved that each C⋅0​-contraction has a dilation to a Hardy shift and thus established an elegant analytic functional model for contractions of class $C_…

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