Data Supplement for "The numerical case for identifying non-Abelian phases by their daughters"
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OverviewThis Zenodo repository hosts .vec binary files in DiagHam format containing wavefunctions used in the paper “The numerical case for identifying non‑Abelian phases by their daughters” (2025). 📂 Files & Correspondence to Paper Figures/Sections Filename Phase System size Description fermions_symmetrized_apf_dtr_6_13_n_12_2s_28_lz_0.vec anti-Pfaffian quasi-hole daughter at ν = 6/13 Ne = 12, 2S = 28 Derived from parton wave function Φ_{6/13} in Eq. 1 fermions_symmetrized_apf_dtr_9_17_n_12_2s_23_lz_0.vec anti-Pfaffian quasi-particle daughter at ν = 9/17 Ne = 12, 2S = 23 Constructed via anyon-condensation Φ_{9/17} in Eq. 2 fermions_symmetrized_mr_dtr_8_17_n_12_2s_23_lz_0.vec Moore-Read quasi-hole daughter at ν = 8/17 Ne = 12, 2S = 23 Particle-hole conjugation of Φ_{9/17} (Eq. 2) fermions_symmetrized_apf_dtr_9_17_n_12_2s_23_lz_0_phsym.vec PH‑symmetrized anti-Pfaffian QP daughter at ν = 9/17 Ne = 12, 2S = 23 PH‑symmetrized version of Φ_{9/17} (Eq. 2) fermions_symmetrized_su22_dtr_6_11_n_18_2s_27_lz_0.vec SU(2)₂ QP daughter at ν = 6/11 Ne = 18, 2S = 27 Parton-derived Φ_{6/11} via Eq. 1 fermions_symmetrized_su22_dtr_9_19_n_12_2s_21_lz_0.vec SU(2)₂ QH daughter at ν = 9/19 Ne = 12, 2S = 21 Anyon‑condensation Φ_{9/19} following Eq. 2 fermions_symmetrized_su22_n_10_2s_15_lz_0.vec SU(2)₂ parton paired state at ν =1/2 Ne=10, 2S=15 Parton SU(2) level-2 wave function ϕ_2^2 ϕ_1 fermions_symmetrized_su22_n_12_2s_19_lz_0.vec SU(2)₂ parton paired state at ν =1/2 Ne=12, 2S=19 Parton SU(2) level-2 wave function ϕ_2^2 ϕ_1 fermions_symmetrized_su22_n_18_2s_31_lz_0.vec SU(2)₂ parton paired state at ν =1/2 Ne=18, 2S=31 Parton SU(2) level-2 wave function ϕ_2^2 ϕ_1 🛠️ Usage Instructions Compatibility: All .vec files are in DiagHam’s binary format, stored using a symmetrized basis. Purpose: These wave functions can be readily used with the DiagHam library, e.g., computing overlaps with the ED ground states using GenericOverlap. PH‑symmetry: File _phsym has been symmetrized under particle-hole conjugation, i.e., is Φ_{9/17} + ϴ Φ_{9/17}. 📚 Citation & Access If you reuse these files in your research, please cite: Yutushui, M. & Mross, D. F. (2025). The numerical case for identifying non‑Abelian phases by their daughters. Journal/Preprint.This Zenodo dataset: DOI: [...]



