Constructs invariants for a family of odd-order discrete equations with the Laurent property to strengthen integrality criteria for sequences beyond the standard Laurent property.
Volterra map and related recurrences arXiv.2502.06908
2 Pith papers cite this work. Polarity classification is still indexing.
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nlin.SI 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
An infinite family of homogeneous discrete recurrences is introduced, each possessing the Laurent property with Somos-5 as the first member.
citing papers explorer
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Invariants for a family of discrete equations with the Laurent property
Constructs invariants for a family of odd-order discrete equations with the Laurent property to strengthen integrality criteria for sequences beyond the standard Laurent property.
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An infinite family of homogeneous discrete equations with the Laurent property
An infinite family of homogeneous discrete recurrences is introduced, each possessing the Laurent property with Somos-5 as the first member.