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# A Universal Generating Functional for SU(2) 3nj Symbols
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**Author:** Arcticoder
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## About this Repository
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This repository contains a paper on a universal generating functional for SU(2) 3nj symbols. The mathematical content is best viewed through GitHub Pages where the LaTeX equations are properly rendered.
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This repository contains a paper on a universal generating functional for SU(2) 3nj symbols. The mathematical content is best viewed through GitHub Pages, where the LaTeX equations are properly rendered.
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## View the Paper
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-`_config.yml` - Configuration for GitHub Pages with Jekyll
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- Original LaTeX source file and PDF
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## Included Scripts
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This repository includes Python scripts that calculate and verify the mathematical results:
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-[`compute_G_xy_series_coefficients.py`](scripts/compute_G_xy_series_coefficients.py): Computes series coefficients of the generating function for 6-j symbols.
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-[`compute_hilbert_series_coefficients_n2_6.py`](scripts/compute_hilbert_series_coefficients_n2_6.py): Computes Hilbert series coefficients for \( n=2 \) to \( n=6 \).
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-[`test_15j_generating_function.py`](scripts/test_15j_generating_function.py): Tests specific terms of the 15-j generating function.
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