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DISK ALGEBRA
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  1. A disk algebra is an algebra of functions which are analytic on the open unit disk in and continuous up to the boundary. (Web site)

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  1. We consider Lagrange interpolation polynomials for functions in the disk algebra with nodes on the boundary of the unit disk.
  2. Finitely generated ideals in the disk algebra. (Web site) Move Up
  3. For example, let be the disk algebra, i.e., the space of all analytic functions on which are continuous on the closure of . (Web site) Move Up
  4. We will see that the first homology group of the graph operator algebras we discuss is trivial, in analogy with the same result for the disk algebra. (Web site) Move Up
  5. Semigroups, disk algebra, prime end, starlike functions, spirallike functions. Move Up
  6. Books about "Disk Algebra" in Amazon.com

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  Short phrases about "Disk Algebra"
  Originally created: February 16, 2008.
  Links checked: January 19, 2013.
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