TRIP is a general computer algebra system dedicated to celestial mechanics. It includes a numerical kernel and has interfaces to gnuplot and xmgrace. Computations can be performed with double, quadruple, or multi-precision. Users can dynamically load external libraries written in C, C++, or Fortran. Parallel computations on multivariate polynomials can be performed. (Source:

References in zbMATH (referenced in 18 articles , 2 standard articles )

Showing results 1 to 18 of 18.
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  1. Boué, Gwenaël: Cassini states of a rigid body with a liquid core (2020)
  2. Leleu, Adrien; Robutel, Philippe; Correia, A. C. M.: On the coplanar eccentric non-restricted co-orbital dynamics (2018)
  3. Chenciner, Alain: Non-avoided crossings for (n)-body balanced configurations in (\mathbbR^3) near a central configuration (2016)
  4. Gaillard, Pierre; Gastineau, Mickaël: Twenty parameters families of solutions to the NLS equation and the eleventh Peregrine breather (2016)
  5. Groves, A. Whitman; Roche, Daniel S.: Sparse polynomials in FLINT (2016)
  6. Gaillard, Pierre; Gastineau, Mickaël: The Peregrine breather of order nine and its deformations with sixteen parameters solutions to the NLS equation (2015)
  7. Monagan, Michael; Pearce, Roman: POLY: a new polynomial data structure for Maple 17 (2014)
  8. De Loera, Jesus A.; Dutra, Brandon; Köppe, Matthias; Moreinis, Stanislav; Pinto, Gregory; Wu, Jianqiu: Software for exact integration of polynomials over polyhedra (2013)
  9. Van Der Hoeven, Joris; Lecerf, Grégoire: On the bit-complexity of sparse polynomial and series multiplication (2013)
  10. Biscani, Francesco: Parallel sparse polynomial multiplication on modern hardware architectures (2012)
  11. Monagan, Michael; Pearce, Roman: Sparse polynomial division using a heap (2011)
  12. Rambaux, N.; Williams, J. G.: The Moon’s physical librations and determination of their free modes (2011)
  13. Gastineau, Mickaël; Laskar, Jacques: TRIP: a computer algebra system dedicated to celestial mechanics and perturbation series (2010)
  14. Laskar, J.; Boué, G.: Explicit expansion of the three-body disturbing function for arbitrary eccentricities and inclinations (2010)
  15. Monagan, Michael; Pearce, Roman: Sparse polynomial multiplication and division in Maple 14 (2010)
  16. Monagan, Michael; Pearce, Roman: Parallel sparse polynomial multiplication using heaps (2009)
  17. Gastineau, Mickaël; Laskar, Jacques: Development of TRIP: Fast sparse multivariate polynomial multiplication using burst tries (2006)
  18. Malige, F.; Robutel, P.; Laskar, J.: Partial reduction in the (N)-body planetary problem using the angular momentum integral (2002)