1
Murad Alim · Michael Hecht · Hans Jockers · Peter Mayr · Adrian Mertens · Masoud Soroush. Hints for Off-Shell Mirror Symmetry in type II/F-theory Compactifications. 2009.
2
Grimm T W, Ha T, Klemm A, et al. Five-Brane Superpotentials and Heterotic/F-theory Duality[J]. Nuclear Physics, 2009, 838(3): 458-491.
3
Jockers H, Mayr P, Walcher J, et al. On N=1 4d Effective Couplings for F-theory and Heterotic Vacua[C]., 2009.
4
Alim M, Hecht M, Jockers H, et al. Type II/F-theory Superpotentials with Several Deformations and N=1 Mirror Symmetry[J]. Journal of High Energy Physics, 2010, 2011(6).
5
Grimm T W, Klemm A, Klevers D, et al. Five-brane superpotentials, blow-up geometries and SU(3) structure manifolds[J]. Journal of High Energy Physics, 2010, 2011(5).
6
Baumgartl M, Brunner I, Soroush M, et al. D-brane Superpotentials: Geometric and Worldsheet Approaches[J]. Nuclear Physics, 2010, 843(3): 602-637.
7
Braun A P, Gerigk S, Hebecker A, et al. D7-Brane Moduli vs. F-Theory Cycles in Elliptically Fibred Threefolds[J]. Nuclear Physics, 2009, 836(1): 1-36.
8
Fuji H, Nakayama S, Shimizu M, et al. A note on computations of the D-brane superpotential[J]. Journal of Physics A, 2011, 44(46).
9
Alim M, Hecht M, Jockers H, et al. Flat Connections in Open String Mirror Symmetry[J]. Journal of High Energy Physics, 2011, 2012(6).
10
Klevers D. Holomorphic couplings in non‐perturbative string compactifications[J]. Protein Science, 2011: 3-213.