Articles dans des revues avec comité de lecture (78)

  1. 45. Gunzig, E., Faraoni, V., Figueiredo, A., Rocha Filho, T. T., & Brenig, L. (2000). The dynamical system approach to scalar field cosmology. Classical and quantum gravity, 17(8), 1783-1814.
  2. 46. Louies, S., & Brenig, L. (1999). Structure of normal form series for non-analytical vector fields and generalized resonances. Journal of Physics A: Mathematical and General, 32(21), 3959-3978.
  3. 47. Rocha Filho, T. T., Figueiredo, A., & Brenig, L. (1999). [QPSI] - a MAPLE package for the determination of quasi-polynomial symmetries and invariants. Computer physics communications, 117(3), 263-272. doi:10.1016/S0010-4655(98)00186-6
  4. 48. Moreau, Y., Louies, S., Vandewalle, J., & Brenig, L. (1999). Embedding recurrent neural networks into predator-prey models. Neural networks, 12(2), 237-245. doi:10.1016/S0893-6080(98)00120-8
  5. 49. Salazar, J. M. G. D., & Brenig, L. (1999). Inelastic granular gas: Computer simulations and kinetic theory of the cooling state. Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 59(2 PART B), 2093-2104.
  6. 50. Figueiredo, A., Rocha Filho, T. T., & Brenig, L. (1999). Necessary conditions for the existence of quasi-polynomial invariants: The quasi-polynomial and Lotka-Volterra systems. Physica. A, 262(1-2), 158-180.
  7. 51. Figueiredo, A., Rocha Filho, T. T., & Brenig, L. (1998). Algebraic structures and invariant manifolds of differential systems. Journal of mathematical physics, 39(5), 2929-2946.
  8. 52. Hernandez-Bermejo, B., Fairén, V., & Brenig, L. (1998). Algebraic recasting of nonlinear systems of ODEs into universal formats. Journal of Physics A: Mathematical and General, 31(10), 2415-2430.
  9. 53. Brenig, L., & Salazar, J. M. G. D. (1998). Exact results for the homogeneous cooling state of an inelastic hard-sphere gas. Journal of plasma physics, 59(4), 639-646.
  10. 54. Louies, S., & Brenig, L. (1997). Structure and convergence of Poincare-like normal forms. Physics Letters A, 233(3), 184-192. doi:10.1016/S0375-9601(97)00469-6
  11. 55. Goriely, A., & Brenig, L. (1990). Algebraic degeneracy and partial integrability for systems of ordinary differential equations. Physics letters. A, 145(5), 245-249.
  12. 56. Brenig, L., & Goriely, A. (1989). Universal canonical forms for time-continuous dynamical systems. Physical review. A, Atomic, Molecular, and Optical Physics, 40(7), 4119-4122. doi:10.1103/PhysRevA.40.4119

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