You are hereHome Symplectic invariants of integrable Hamiltonian systems with singularities Candidate: Lorenzo GuglielmiSupervisor: Boris DubrovinSupervisor: Alexey V. Bolsinov (Logborough Univ) Academic Year: 2017-2018Research Group: Geometry and Mathematical PhysicsFile: PHD.pdfPublication Related to the Thesis: Symplectic invariants for parabolic orbits and cusp singularities of integrable systems with two degrees of freedom. Alexey Bolsinov, Lorenzo Guglielmi, Elena Kudryavtseva. arXiv:1802.09910 Search form Search Openings Call of interest for positions in mathematics at SISSA Public Calls for Professors Temporary Researchers Post Doctoral Fellowships Open positions in MathLab SISSA Mathematical Fellowships PhD Scolarships SIS Fellowships Pre-PhD Fellowships MSc in Mathematics Master Degree in Data Science and Scientific Computing Professional Master Courses SISSA Mathematics Medals Today's Lectures Hamiltonian methods for... 14:30 to 16:00 Room: A-005 (Wednesdays), 205 Main Building via Beirut (Fridays) Recent publications G. Smirnov; R. Torres, Topology change and selection... B. Stupovski; R. Torres, Existence of Riemannian metric... A. Bawane; S. Benvenuti; G. Bonelli; N. Muteeb; A. Tanzini, N=2 gauge theories on unorient... A. Michelangeli; P.Thanh Nam; A. Olgiati, Ground state energy of mixture...
