PARI/GP is a widely used Computer Algebra System designed for fast computations in number theory, but also contains a large number of other useful functions to compute with mathematical entities such as matrices, power series, algebraic or p-adic numbers, etc., and a lot of transcendental functions. PARI is also available as a C library to allow for faster computations.

This software is also referenced in ORMS.

References in zbMATH (referenced in 142 articles):

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  1. El-Guindy, Ahmad; Raji, Wissam: Unimodularity of zeros of period polynomials of Hecke eigenforms (2014)
  2. Flammang, V.: Comparison of measures of totally positive polynomials (2014)
  3. Mizusawa, Yasushi; Nishikawa, Shinya: Isometric embeddings of finite fields (2014)
  4. Zudilin, Wadim: Regulator of modular units and Mahler measures (2014)
  5. Borisov, Lev A.; Gunnells, Paul E.: On Hilbert modular threefolds of discriminant 49 (2013)
  6. Bruin, Peter: Optimal bounds for the difference between Weil height and Néron-Tate height on elliptic curves over $\overline\mathbb Q$ (2013)
  7. Caputo, Luca; Cobbe, Alessandro: An explicit candidate for the set of Steinitz classes of tame Galois extensions with fixed Galois group of odd order (2013)
  8. Das, Abhijit: Computational number theory (2013)
  9. Dieulefait, L.V.; Mink, M.; Moroz, B.Z.: On an elliptic curve defined over $\BbbQ(\sqrt -23)$ (2013)
  10. Elbaz-Vincent, Philippe; Gangl, Herbert; Soulé, Christophe: Perfect forms, $K$-theory and the cohomology of modular groups (2013)
  11. El Otmani, Souad; Maul, Armand; Rhin, Georges; Sac-Épée, Jean-Marc: Integer linear programming applied to determining monic hyperbolic irreducible polynomials with integer coefficients and span less than 4 (2013)
  12. Hoffman, J.William; Wang, Haohao: 7-gons and genus three hyperelliptic curves (2013)
  13. Martínez, Regina; Simó, Carles: On the stability of the Lagrangian homographic solutions in a curved three-body problem on $\BbbS^2$ (2013)
  14. Mizusawa, Yasushi; Ozaki, Manabu: On tame pro-$p$ Galois groups over basic $\Bbb Z_p$-extensions (2013)
  15. Morra, Anna: An algorithm to compute relative cubic fields (2013)
  16. Ramaré, Olivier: Explicit estimates for the summatory function of $\varLambda (n)/n$ from the one of $\varLambda (n)$ (2013)
  17. Ramaré, Olivier: From explicit estimates for primes to explicit estimates for the Möbius function (2013)
  18. Stein, William; Wuthrich, Christian: Algorithms for the arithmetic of elliptic curves using Iwasawa theory (2013)
  19. Welschenbach, Michael: Cryptography in C and C++ (2013)
  20. Yasuda, Masaya: Torsion points of elliptic curves with bad reduction at some primes. II (2013)

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