Uniform separation through intermediate points
classification
🧮 math.CA
keywords
separatedintermediatepointssequenceuniformlyappliedcertaincomplex
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It is shown that a separated sequence of points in the unit disc of the complex plane is in fact uniformly separated, if there exists a certain intermediate sequence whose separated subsequences are uniformly separated. This property is applied to improve a recent result in the theory of differential equations.
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