2009
Balanced subset sums of dense sets of integers
Publication
Publication
Integers; Electronic Journal of Combinatorial Number Theory , Volume 9 - Issue A45 p. 591- 603
Given n different positive integers not greater than 2n-2, we prove that more than n^2/12 consecutive integers can be represented as the sum of half of the given numbers. This confirms a conjecture of Lev.
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| Walter de Gruyter | |
| Integers; Electronic Journal of Combinatorial Number Theory | |
| Spinoza prijs Lex Schrijver | |
| Organisation | Networks and Optimization |
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Karolyi, G. (2009). Balanced subset sums of dense sets of integers. Integers; Electronic Journal of Combinatorial Number Theory, 9(A45), 591–603. |
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