Orbifolder swMATH ID: 12505 Software Authors: H.P. Nilles; S. Ramos-Sánchez; P.K.S. Vaudrevange; A. Wingerter Description: The orbifolder: A tool to study the low-energy effective theory of heterotic orbifolds. The orbifolder is a program developed in C++ that computes and analyzes the low-energy effective theory of heterotic orbifold compactifications. The program includes routines to compute the massless spectrum, to identify the allowed couplings in the superpotential, to automatically generate large sets of orbifold models, to identify phenomenologically interesting models (e.g. MSSM-like models) and to analyze their vacuum configurations. Homepage: http://www.cpc.cs.qub.ac.uk/summaries/AELR_v1_0.html Related Software: GAP; TensorFlow; CARAT; PRMLT; AlexNet; javaPlex; Wasserstein GAN; Inception-v4; ADADELTA; SMOTE; Ripser; Chainer; GitHub; Adam; AdaGrad; ImageNet; XGBoost; PyTorch; Keras; OpenAI Gym Cited in: 23 Publications all top 5 Cited by 38 Authors 9 Vaudrevange, Patrick K. S. 6 Ramos-Sánchez, Saúl 5 Nilles, Hans Peter 4 Groot Nibbelink, Stefan 3 Loukas, Orestis 3 Ratz, Michael 3 Ruehle, Fabian 2 Berasaluce-González, Mikel 2 Bizet, Nana Geraldine Cabo 2 Fischer, Maximilian 2 Honecker, Gabriele 2 Parr, Erik 2 Schmitz, Matthias 2 Seifert, Alexander 1 Athanasopoulos, Panos 1 Baur, Alexander 1 Blaszczyk, Michael 1 Buchmüller, Wilfried 1 Faraggi, Alon E. 1 Goodsell, Mark D. 1 Kappl, Rolf 1 Kobayashi, Tatsuo 1 Louis, Jan 1 Mehta, Viraf M. 1 Mütter, Andreas 1 Nibbelink, S. Groot 1 Olguín-Trejo, Yessenia 1 Parameswaran, Susha L. 1 Peña, Damián K. Mayorga 1 Pérez-Figueroa, Omar 1 Pérez-Martínez, Ricardo 1 Ringwald, Andreas 1 Schmidt, Jonas 1 Torrado, Jesús 1 Trautner, Andreas 1 Valandro, Roberto 1 Wieck, Clemens 1 Zavala, Ivonne Cited in 5 Serials 13 Journal of High Energy Physics 5 Nuclear Physics. B 2 Physics Letters. B 2 Fortschritte der Physik 1 Physics Reports all top 5 Cited in 9 Fields 21 Quantum theory (81-XX) 6 Relativity and gravitational theory (83-XX) 5 Manifolds and cell complexes (57-XX) 3 Algebraic geometry (14-XX) 3 Algebraic topology (55-XX) 2 Group theory and generalizations (20-XX) 2 Several complex variables and analytic spaces (32-XX) 1 Statistics (62-XX) 1 Computer science (68-XX) Citations by Year