The Additive Structure of Integers with the Lower Wythoff Sequence

Khani, Mohsen; Zarei, Afshin

doi:10.48550/arxiv.1902.08837

2019

DOI: 10.48550/arxiv.1902.08837

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The Additive Structure of Integers with the Lower Wythoff Sequence

Mohsen Khani,

Afshin Zarei

Abstract: We have provided a pure model-theoretic proof for the decidability of the additive structure of the natural numbers together with a function f sending x to ⌊ϕx⌋ with ϕ the golden ratio.

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The Additive Structure of Integers with the Lower Wythoff Sequence

Abstract: We have provided a pure model-theoretic proof for the decidability of the additive structure of the natural numbers together with a function f sending x to ⌊ϕx⌋ with ϕ the golden ratio.

Cited by 0 publications

References 7 publications

No citations

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