On the existence of a non-zero lower bound for the number of Goldbach partitions of an even integer (Q1774700)
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scientific article; zbMATH DE number 2168645
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On the existence of a non-zero lower bound for the number of Goldbach partitions of an even integer |
scientific article; zbMATH DE number 2168645 |
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On the existence of a non-zero lower bound for the number of Goldbach partitions of an even integer (English)
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18 May 2005
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The paper studies Goldbach's problem of the representation of all even integers \(n\), \(n\geqslant 4\) as a sum of two primes. The paper discusses and announces that by the method of induction the existence of a non-zero lower bound for the number of this representation may be determined, i.e. there exists a pair of such primes for any mentioned integer \(n\).
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Goldbach partitions
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lower bound
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exponential sums
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method of induction
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