NERO

We describe a code that evaluates the stability, the position and the width of resonances in four-dimensional symplectic mappings. The code is based on the computation of the resonant perturbative series through the program ARES, and on the analysis of the resonant orbits of the interpolating Hamiltonian. The code is dedicated to the study and to the comparison of the nonlinear behaviour in one-turn betatronic maps. (Source: http://cpc.cs.qub.ac.uk/summaries/)


References in zbMATH (referenced in 11 articles , 1 standard article )

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  1. Akkerman, Renzo; Farahani, Poorya; Grunow, Martin: Quality, safety and sustainability in food distribution: a review of quantitative operations management approaches and challenges (2010) ioport
  2. Nitschke, G.S.; Schut, M.C.; Eiben, A.E.: Collective neuro-evolution for evolving specialized sensor resolutions in a multi-rover task (2010) ioport
  3. Pourmahayabadi, M.; Nejad, S.Mohammad: Advanced design and optimization of single mode photonic crystal fibers (2009)
  4. Tan, Maxine; Hartley, Michael; Bister, Michel; Deklerck, Rudi: Automated feature selection in neuroevolution (2009) ioport
  5. Floreano, Dario; Dürr, Peter; Mattiussi, Claudio: Neuroevolution: from architectures to learning (2008) ioport
  6. Navarro-Brotóns, Víctor: The teaching of the mathematical disciplines in sixteenth-century Spain (2006)
  7. Castrejón-Pita, A.A.; Sarmiento-Galán, A.; Castrejón-Pita, J.R.; Castrejón-García, R.: Fractal dimension in butterflies’ wings: a novel approach to understanding wing patterns? (2005)
  8. Bowen, Lewis; Radin, Charles: Optimally dense packings of hyperbolic space (2004)
  9. Todesco, E.; Gemmi, M.; Giovannozzi, M.: Evaluation of nonlinear resonances in 4D symplectic mappings (1998)
  10. Todesco, E.; Gemmi, M.; Giovannozzi, M.: Evaluation of nonlinear resonances in 4D symplectic mappings. (1998) ioport
  11. Todesco, E.; Gemmi, M.; Giovannozzi, M.: NERO: A code for the nonlinear evaluation of resonances in one-turn mappings (1997)