- Supplementary data for "Feynman Integrals in Dimensional Regularization and Extensions of Calabi-Yau Motives" by Kilian Bönisch, Claude Duhr, Fabian Fischbach, Albrecht Klemm and Christoph Nega, arxiv:2108.05310
- Supplementary data for "State counting on fibered CY 3-folds and the non-Abelian Weak Gravity Conjecture" by Cesar Fierro Cota, Albrecht Klemm and Thorsten Schimannek, arxiv:2012.09836
- Supplementary data for "Analytic Structure of all Loop Banana Amplitudes" by Kilian Bönisch, Fabian Fischbach, Albrecht Klemm, Christoph Nega and Reza Safari, arXiv:2008.10574
- Supplementary data for "Elliptic Blowup Equations for 6d SCFTs. IV: Matters" by Jie Gu, Babak Haghighat, Albrecht Klemm, Kaiwen Sun and Xin Wang, arXiv:2006.03030
- Supplementary data for "Topological strings on genus one fibered Calabi-Yau 3-folds and string dualities" by Cesar Fierro Cota, Albrecht Klemm and Thorsten Schimannek, arXiv:1910.01988
- BPS Data for "Elliptic Blowup Equations for 6d SCFTs. II: Exceptional Cases " by Jie Gu, Albrecht Klemm, Kaiwen Sun and Xin Wang, arXiv:1905.00864
- Code and Data for "Modular Amplitudes and Flux-Superpotentials on elliptic Calabi-Yau fourfolds" by Cesar Fierro Cota, Albrecht Klemm and Thorsten Schimannek, arXiv:1709.02820
- Code and Data for "Mordell-Weil Torsion in the Mirror of Multi-Sections" by Paul Oehlmann, Jonas Reuter and Thorsten Schimannek, arXiv:1604.00011
- Supplementary Data for "Exact solutions to quantum spectral curves by topological string theory, Jie Gu, Albrecht Klemm, Marcos Marino, Jonas Reuter", arXiv:1506.09176

- Kreuzer and Skarke
- Rolf Schimmrigk's Calabi-Yau Home Page
- Almquist, Enckefort, van Straten and Zudilin's list

- The notation below is Xd1..dr(w1...wr+4) for complete intersections of degree d1,..,dr polynomials in weighted projective space IP(w1,..,wr+4), followed by the type (F,C,K,M) Orbifold, Conifold, K-point or MUM point at the south pole of the moduli space, the Level N of \Gamma_0(N) modular group at the universal conifold with local exponents (0,1,1,2), "A" indicates if the model has a rank 2 attractor, the Gopakumar Vafa invariants ngd[genus,degree], the Fg(Szz,Sz,S,z)=Ff[genus] (a *.zip file often of several GB) as well as a *.m file with GV/PT/DT/D4-D2-D0 invariants as far as they follow from the GV invariants and the modular predictions. The latter are also given in Mathematica readable form and can be in particular used by the notebook GVPTDTD4D2D0.nb or for the rank two cases GVPTDT-r2.nb using DVDTPTlib.m .
- X5(11111) (F,25) GV invariants (genus 64), Fg data (64), X5.m GV/PT/DT/D4-D2-D0 invariants
- X6(11112) (F,108) GV invariants (genus 48), Fg data (48), X6.m GV/PT/DT/D4-D2-D0 in invariants
- X8(11114) (F,128) GV invariants (genus 66), Fg data (66), X8.m GV/PT/DT/D4-D2-D0 invariants
- X8(11114) Z2 torsion GV invariants (genus 32), Fg data (32), as discussed in arxiv:2212.08655
- X10(11125) (F,200) GV invariants (genus 72), Fg data (50), X10.m GV/PT/DT/D4-D2-D0 invariants
- X43(111112) (F,9) GV invariants (genus 24), Fg data (24), X43.m GV/PT/DT/D4-D2-D0 invariants
- X64(111223) (F,144) GV invariants (genus 17), Fg data (17), X64.m GV/PT/DT/D4-D2-D0 invariants
- X42(111111) (C,16) GV invariants (genus 50), Fg data (50), X42.m GV/PT/DT/D4-D2-D0 invariants
- X62(111113) (C,72) GV invariants (genus 49), Fg data (49), X62.m GV/PT/DT/D4-D2-D0 invariants
- X322(1111111) (C,36) GV invariants (genus 14), Fg data (14), X322.m GV/PT/DT/D4-D2-D0 invariants
- X33(111111) (K,27,A) GV invariants (genus 33), Fg data (33), X33.m GV/PT/DT/D4-D2-D0 invariants
- X44(111122) (K,32,A) GV invariants (genus 34), Fg data (34), X44.m GV/PT/DT/D4-D2-D0 invariants
- X66(112233) (K,216) GV invariants (genus 26), Fg data (21), X66.m GV/PT/DT/D4-D2-D0 invariants
- X2222(11111111) (M,8) GV invariants (genus 32), Fg data (32), X2222.m GV/PT/DT/D4-D2-D0 invariants
- X12,2(111164) (O,864) No smooth complete intersection geometry
- Master Thesis of Kilian Bönisch: Modularity, Periods and Quasiperiods at Special Points in Calabi-Yau Moduli Spaces

Last update: June 2021 - Supplementary material to the PhD Thesis of Kilian Bönisch: Modularity of special motives of rank four associated with Calabi-Yau threefolds

Last update: June 2023