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inclusion in Math and Computer Science Faculty Publications by an actually a Blaschke product for every !al < 1 with the possible exception of a set .. For example, if A denotes two-dimensional Lebesgue area measure in the plane and.
 If f is a bounded (not identically zero) analytic function with zero sequence (a1,a2,), then ?(1?|an|)<?. and conversely any sequence
 30 Oct 2007 Examples of inner functions include Blaschke products (see below) which A finite Blaschke product is a function of the form .. Amer. math.
 23 Sep 2010 Prove that there is a sequence {?n} with 0<?n<1, which tends to 1 so rapidly that the Blaschke product with zeros at the points ?n satisfies the
 1 Feb 2010 can be approximated by (a scalar multiple of) a Blaschke product whose zeros lie on a approximating polynomials; for example, can the sequence of approximating polynomials 2000 Mathematics Subject Classification.
 An inner function I is semi-prime if whenever I = U ? V with U and V inner, either U or V is a finite Blaschke product. Question 2: When is I semi-prime? Examples?
 7 Feb 2011 The Blaschke product was introduced by W. Blaschke [1], who proved the The definition of Blaschke factors and Blaschke products is readily
 In complex analysis, the Blaschke product is a bounded analytic function in the open unit disc Contents. [hide]. 1 Definition; 2 Szego theorem; 3 Finite Blaschke products; 4 See also; 5 References . W. Blaschke, Eine Erweiterung des Satzes von Vitali uber Folgen analytischer Funktionen Berichte Math.-Phys. Kl., Sachs.
  solutions is obtained, and a more careful analysis of a 1955 example due to B. Blaschke product Logarithmic derivative Interpolating sequence Exponential Cima, J., Colwell, P.: Blaschke quotients and normality. Proc. Am. Math. Soc.
 3 Mar 2017 arXiv:1703.01126v1 [math.CV] 3 Mar The determination of a finite Blaschke product from its critical points is a well-known .. Example 1.
     
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