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    On a problem of Nathanson related to minimal asymptotic bases of order $h$ by Chen, Shi-Qiang, Sándor, Csaba, Yang, Quan-Hui

    Published 2024-02-01
    “…In this paper, we give some characterizations of the partitions $\mathbb{N}=W_1\cup \dots \cup W_h$ with the property that $A=A(W_1)\cup \dots \cup A(W_{h})$ is a minimal asymptotic basis of order $h$. This generalizes a result of Chen and Chen, recent result of Ling and Tang, and also recent result of Sun.…”
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