Abstract
In the theory of functions of a complex variable a positive quantity g(r), denned in terms of a circle |z| = r, can often be estimated by means of another similar quantity f(R) denned in terms of a circle |z| = R with R > r. Inequalities of the formarise in this connexion. Putting R = r + h we have for every h > 0.
Publisher
Cambridge University Press (CUP)
Cited by
3 articles.
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1. On the Unintegrated Nevanlinna Fundamental Inequality for Meromorphic Functions of Slow Growth;Value Distribution Theory and Related Topics;2004
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