Values of the Links-Gould Polynomial: Supplement to arXiv:2509.16868

Matthew Harper published this mathematical dataset in 2026 to provide computed values of the Links-Gould polynomial. While the total record count is not specified, the data serves as a computational supplement to the research findings in arXiv:2509.16868 regarding quantum invariants in knot theory.

Use Cases

• Validating mathematical proofs in arXiv:2509.16868 using the provided polynomial values
• Comparing Links-Gould invariants with other quantum invariants like the Jones polynomial for specific link types
• Training symbolic regression models to predict polynomial coefficients from link diagrams

Strengths

• Directly supports peer-reviewed research in arXiv:2509.16868
• Focuses on the specialized Links-Gould quantum invariant
• Authored by a researcher at Harvard Dataverse

Limitations

• Unknown record count and file format in the source metadata
• Lack of explicit column headers or schema definitions
• Highly niche application restricted to mathematical knot theory

Provenance

Source

Matthew Harper, Harvard Dataverse

Collection Method

synthetic