Abstract. Given a set $W$ of positive integers, a set $I\subseteq W$ is \emph {independent} if all the partial sums in $I$ are distinct. We prove estimates on the maximum size of an independent set within a set of $n$ integers.
DOI: 10.14232/actasm-019-871-5
AMS Subject Classification
(1991): 11B75, 05D99
Keyword(s):
equal subset sums,
sum-independence of sets
received 21.6.2019, accepted 9.10.2019. (Registered under 621/2019.)
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