![]() ![]() ![]() This is joint work with Alessandro Arsie and Chunhua Shan. That the predator-prey system shows Bogdanov-Takensīifurcation of codimension 3, which gives some richĭynamics for the system. The existence of three limit cycles by analyzing the Hopfīifurcation of codimension 3. System with Holling type IV functional response andĪllee effect on the prey population. In this talk I will analyze the predator-prey Mention some open problem about the Strichartz Lebesgue spaces by an explicit counterexample and duality argument. We mainly talk about that the endpoint StrichartzĮstimate does not hold for the kinetic transport equation in the mixed norm We will discuss the problems of endpoint Strichartz estimates for the kinetic equation in oneĭimension. Visiting Assistant Professor, The University of Toledo Strichartz estimate for the kinetic transport Time intervals, where the small perturbations essentially influence the behavior Those cases that involve study of the effect of random perturbations on large Show how it can be associated to asymptotic problems arising in the random Second-order elliptic equation that is singular perturbed as an example, to Relation between the theory of second-order differential equations and Markov Topological data in genus zero and some additional data from the compactified moduli space of elliptic curves as we haveĭirichlet Problem for Some Singular Perturbed Elliptic "legs" and it is essential in constructing a full-fledged F- Cohomological Field Theory in all genera, starting from Of the moduli spaces of pointed stable curvesĮlementary description of the combinatorial and inductive structures of theīoundary strata of the Deligne-Mumford moduli (but this will be addressed in subsequent talks). Genus zero part of any F- Cohomological Field Theory Recalled few points about the geometry of flat F-manifolds around a semisimple point, I will start sketching a generalized Givental's theory for them. Paolo Rossi (`` Semisimple flat F-manifolds in Of the results contained in the first part of a joint work with Sasha Buryak, Paolo Lorenzoni and Generalized Givental's theory for flat F-manifolds ![]()
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