FLINT

Fast library for number theory: an introduction. We discuss FLINT (Fast Library for Number Theory), a library to support computations in number theory, including highly optimised routines for polynomial arithmetic and linear algebra in exact rings.

This software is also referenced in ORMS.

Keywords for this software

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References in zbMATH (referenced in 28 articles , 1 standard article )

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  1. Haque, S. Anisul; Li, X.; Mansouri, F.; Moreno Maza, M.; Mohajerani, D.; Pan, W.: \bfCUMODP: a CUDA library for modular polynomial computation (2018)
  2. Nogneng, Dorian; Schost, Éric: On the evaluation of some sparse polynomials (2018)
  3. Bourquin, Raoul: Algorithms for the construction of high-order Kronrod rule extensions with application to sparse-grid integration (2017)
  4. Claus Fieker, William Hart, Tommy Hofmann, Fredrik Johansson: Nemo/Hecke: Computer Algebra and Number Theory Packages for the Julia Programming Language (2017) arXiv
  5. Dubickas, Artūras; Hare, Kevin G.; Jankauskas, Jonas: No two non-real conjugates of a Pisot number have the same imaginary part (2017)
  6. Foissy, Loïc; Fromentin, Jean: A divisibility result in combinatorics of generalized braids (2017)
  7. Janko Boehm, Wolfram Decker, Simon Keicher, Yue Ren: Current Challenges in Developing Open Source Computer Algebra Systems (2017) arXiv
  8. Stanislav Poslavsky: Rings: an efficient Java/Scala library for polynomial rings (2017) arXiv
  9. Aguilar-Melchor, Carlos; Barrier, Joris; Guelton, Serge; Guinet, Adrien; Killijian, Marc-Olivier; Lepoint, Tancrède: NFLlib: NTT-based fast lattice library (2016)
  10. Böhm, Janko; Decker, Wolfram; Keicher, Simon; Ren, Yue: Current challenges in developing open source computer algebra systems (2016)
  11. Chen, Changbo; Covanov, Svyatoslav; Mansouri, Farnam; Moir, Robert H. C.; Maza, Marc Moreno; Xie, Ning; Xie, Yuzhen: The basic polynomial algebra subprograms (2016)
  12. Groves, A. Whitman; Roche, Daniel S.: Sparse polynomials in FLINT (2016)
  13. Mosunov, A. S.; Jacobson, M. J. jun.: Unconditional class group tabulation of imaginary quadratic fields to $\vert \Delta\vert < 2^40$ (2016)
  14. Grenet, Bruno; van der Hoeven, Joris; Lecerf, Grégoire: Randomized root finding over finite FFT-fields using tangent Graeffe transforms (2015)
  15. Johansson, Fredrik: A fast algorithm for reversion of power series (2015)
  16. Johansson, Fredrik: Rigorous high-precision computation of the Hurwitz zeta function and its derivatives (2015)
  17. Pancratz, Sebastian; Tuitman, Jan: Improvements to the deformation method for counting points on smooth projective hypersurfaces (2015)
  18. Alcázar, Juan Gerardo; Hermoso, Carlos; Muntingh, Georg: Detecting similarity of rational plane curves (2014)
  19. Chen, Changbo; Covanov, Svyatoslav; Mansouri, Farnam; Maza, Marc Moreno; Xie, Ning; Xie, Yuzhen: Basic polynomial algebra subprograms (2014)
  20. Coates, John H.; Dokchitser, Tim; Liang, Zhibin; Stein, William; Sujatha, R.: Non-commutative Iwasawa theory for modular forms (2013)

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