Non Peer-reviewed Articles & Articles in Books

  1. M. Roach, H.E. Brown, R. Clark, D. Hondula, J. Lega, Q. Rabby, N. Schweers, J. Tabor, Projections of Climate Impacts on Vector-Borne Diseases and Valley Fever in Arizona. A report prepared for the Arizona Department of Health Services and the United States Centers for Disease Control and Prevention Climate-Ready States and Cities Initiative (2017).
  2. Two articles in the Encyclopedia of Nonlinear Science (2005), on
    • Equilibrium
    • Fredholm Theorem
  3. J. Lega, Phase Diffusion and Weak Turbulence, in Dynamics and Bifurcation of Patterns in Dissipative Systems, G. Dangelmayr and I. Oprea Eds., World Scientific Series on Nonlinear Science, Vol. 12, World Scientific (2004), pp. 183-157.
  4. J. Lega, Résultats récents sur le contrôle de la turbulence optique, in Des Phénomènes Critiques au Chaos, Edited by P. Manneville, DRECAM/SPEC CEA (1999), pp. 201-210.
  5. B. Janiaud, S. Jucquois, J. Lega and V. Croquette, Experimental evidence of Bekki-Nozaki holes, in Pattern Formation in Complex Dissipative Systems, Fluid Patterns, Liquid Crystals, Chemical Reactions, S. Kai Ed., World Scientific (1992), pp. 538-550.
  6. J. Lega, Defects in macroscopic structures: Ginzburg-Landau approach, in Defects, Singularities and Patterns in Nematic Liquid Crystals: Mathematical and Physical Aspects, J. M. Coron, J. M. Ghidaglia and F. Helein Eds., Kluwer (1990).
  7. J. Lega, Defects and defect-mediated turbulence, in Patterns, Defects and Material Instabilities, D. Walgraef and N. M. Ghoniem Eds., Kluwer Academic Publisher (1990), pp.7-24.
  8. J. Lega, Defect-mediated turbulence in spatio-temporal patterns, in New Trends in Nonlinear Dynamics and Pattern Forming Phenomena: the Geometry of Non\-equilibrium, P. Coullet and P.Huerre Eds., Plenum (1990), pp. 137-144.
  9. J. Lega, Defect-mediated turbulence: an example in wave patterns, Le Journal de Physique Colloque, 50, C3-193-198 (1989).
  10. P. Coullet, L. Gil, and J. Lega, Transitions in systems far from equilibrium: a Ginzburg-Landau approach, in Chaos and Complexity, Eds. M. Buiatti, S. Ciliberto, R. Livi and S. Ruffo, World Publishing (1988), p.99.
  11. L. Gil and J. Lega, Defects in waves, in Propagation in Systems far from Equilibrium, Eds. J.E. Wesfreid, H. Brand, P. Manneville, G. Albinet, and N. Boccara, Springer-Verlag (1988), pp.164-175.