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Order and Type as Measures of Growth for Convex or Entire Functions

โœ Scribed by Kiselman, C. O.


Book ID
120101907
Publisher
Oxford University Press
Year
1993
Tongue
English
Weight
673 KB
Volume
s3-66
Category
Article
ISSN
0024-6115

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The aim of this paper is to solve a division problem for the algebra of functions, which are holomorphic in a domain D โŠ‚ C n , n > 1, and grow near the boundary not faster than some power oflog dist(z, bD). The domain D is assumed to be smoothly bounded and convex of finite d'Angelo type.