Results 71 to 80 of about 275 (154)
Identifying temporal patterns of adherence to antidepressants, bisphosphonates and statins, and associated patient factors. [PDF]
SSM Popul Health, 2022 Park KH, Tickle L, Cutler H.
europepmc +1 more source
Decomposing Blaschke Products And Polynomials
, 2013 The goal of this paper is to contribute to the understanding of complex polynomials and Blaschke products, two very important function classes in mathematics.
Sokolowsky, Ben
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A note on the characterization of finite Blaschke products
, 2015 We give a slight generalization of the characterization of finite Blaschke products given in a previous paper. The characterization uses the boundary behaviour of a weighted local hyperbolic distortion of an analytic self-map of the unit disk.
openaire +2 more sources
MS-based glycomics and glycoproteomics methods enabling isomeric characterization. [PDF]
Mass Spectrom Rev, 2023 Peng W +9 more
europepmc +1 more source
Finite branched covers of the unit disk
, 2019 Following recent work of several authors, this thesis continues the study of hyperbolic Belyi maps and investigates the possibility for formulating a hyperbolic analogue of Belyi's theorem.
鄺思康, Kwong, Sze Hong
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A Residue Theorem for Finite Blaschke Products [PDF]
Proceedings of the American Mathematical Society, 1951 openaire +1 more source
Preimages under linear combinations of iterates of finite Blaschke products
Consider a finite Blaschke product f with f(0)=0which is not a rotation and denote by fnits n -th iterate. Given a sequence {an}of complex numbers, consider the series F(z)=∑nanfn(z).We show that for any w∈C,if {an}tends to zero but ∑n|an|=∞,then the set
Soler i Gibert, Odí +1 more
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Critical points of random polynomials and random finite Blaschke products
, 2014 The study of zero distribution of random polynomials has a long history and is currently a very active research area. Traditionally, the randomness in these polynomials comes from the probability distribution followed by their coefficients.
Ng, TW
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Moebius transformations and Blaschke products: the geometric connection.
, 2017 Let B be a degree-n Blaschke product and, for a complex number l of modulus 1, let z1l, ... znl ordered according to increasing argument, denote the (distinct) solutions to B(z) - l = 0.
Daepp, Ulrich +3 more
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Blaschke products, level sets, and Crouzeix\u27s conjecture
We study several problems motivated by Crouzeix\u27s conjecture, which we consider in the special setting of model spaces and compressions of the shift with finite Blaschke products as symbols.
Bickel, Kelly, Gorkin, Pamela
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