STRINGVACUA: A Mathematica Package for Studying Vacuum Configurations in String Phenomenology. We give a simple tutorial introduction to the Mathematica package STRINGVACUA, which is designed to find vacua of string-derived or inspired four-dimensional N=1 supergravities. The package uses powerful algebro-geometric methods, as implemented in the free computer algebra system Singular, but requires no knowledge of the mathematics upon which it is based. A series of easy-to-use Mathematica modules are provided which can be used both in string theory and in more general applications requiring fast polynomial computations. The use of these modules is illustrated throughout with simple examples. (Source:

References in zbMATH (referenced in 42 articles , 1 standard article )

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  1. Larfors, Magdalena; Passaro, Davide; Schneider, Robin: Heterotic line bundle models on generalized complete intersection Calabi Yau manifolds (2021)
  2. Gray, James; Wang, Juntao: Jumping spectra and vanishing couplings in heterotic line bundle standard models (2019)
  3. Anderson, Lara B.; Feng, He: New evidence for ((0,2)) target space duality (2017)
  4. Chen, Tianran; Mehta, Dhagash: Parallel degree computation for binomial systems (2017)
  5. Anderson, Lara B.; Apruzzi, Fabio; Gao, Xin; Gray, James; Lee, Seung-Joo: A new construction of Calabi-Yau manifolds: generalized CICYs (2016)
  6. Anderson, Lara B.; Gao, Xin; Gray, James; Lee, Seung-Joo: Multiple fibrations in Calabi-Yau geometry and string dualities (2016)
  7. Anderson, Lara B.; Gray, James; Raghuram, Nikhil; Taylor, Washington: Matter in transition (2016)
  8. Blumenhagen, Ralph; Damian, Cesar; Font, Anamaría; Herschmann, Daniela; Sun, Rui: The flux-scaling scenario: de Sitter uplift and axion inflation (2016)
  9. Blumenhagen, Ralph; Font, Anamaría; Fuchs, Michael; Herschmann, Daniela; Plauschinn, Erik; Sekiguchi, Yuta; Wolf, Florian: A flux-scaling scenario for high-scale moduli stabilization in string theory (2015)
  10. Huang, Rijun; Rao, Junjie; Feng, Bo; He, Yang-Hui: An algebraic approach to the scattering equations (2015)
  11. Li, Tianjun; Li, Zhijin; Nanopoulos, Dimitri V.: Helical phase inflation via non-geometric flux compactifications: from natural to Starobinsky-like inflation (2015)
  12. Lukas, Andre; Lalak, Zygmunt; Svanes, Eirik E.: Heterotic moduli stabilisation and non-supersymmetric vacua (2015)
  13. Duncan, Melissa; Gu, Wei; He, Yang-Hui; Zhou, Da: The statistics of vacuum geometry (2014)
  14. He, Yang-Hui; Matti, Cyril; Sun, Chuang: The scattering variety (2014)
  15. Anderson, Lara B.; Gray, James; Lukas, Andre; Ovrut, Burt: Vacuum varieties, holomorphic bundles and complex structure stabilization in heterotic theories (2013)
  16. García-Etxebarria, Iñaki; Heidenreich, Ben; Wrase, Timm: New ( \mathcalN= 1) dualities from orientifold transitions part I: field theory (2013)
  17. Hauenstein, Jonathan; He, Yang-Hui; Mehta, Dhagash: Numerical elimination and moduli space of vacua (2013)
  18. He, Yang-Hui: Calabi-Yau geometries: algorithms, databases and physics (2013)
  19. He, Yang-Hui; Mehta, Dhagash; Niemerg, Matthew; Rummel, Markus; Valeanu, Alexandru: Exploring the potential energy landscape over a large parameter-space (2013)
  20. Anderson, Lara B.; Gray, James; Lukas, Andre; Palti, Eran: Heterotic line bundle standard models (2012)

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