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http://www.unimib.it/link/news.jsp?120030192358284828 the plan of researches requires: 1) to study the behaviour of the solutions of the perturbed Hamiltonian systems in a low dispersion regime, following the pattern of the classical results of Lax and Livermore for the Kdv equation 2) to explore the Dubrovin conjecture ( Comm. Math. Phys. 267(2006), 117-139) onthe universal behaviour of the solutions of the perturbed systems around the critical points, for larger classes of admissible perturbations 3) to use the geometry of Frobenious manifolds to give a rigorous description of gradient catastrophe for Hamiltonian equations in (2+1)-spacetime dimensions.
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Early stage researcher or 0-4 yrs (Post graduate), Experienced researcher or 4-10 yrs (Post-Doc), More Experienced researcher or >10 yrs (Senior)
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