SeminarsThe Polynomial Hamiltonian system associated with Garnier system
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In this talk, we shall transform Garnier system (which has movable algebraic branch points) into a Hamiltonian system enjoying the Painlev'e property. The reference is Section 3.7 in the book "From Gauss to Painlev'e: A modern theory of special functions".
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Yen-Wen Fan
2014-07-17
14:00:00 - 15:30:00
308 , Mathematics Research Center Building (ori. New Math. Bldg.)
In this talk, we shall transform Garnier system (which has movable algebraic branch points) into a Hamiltonian system enjoying the Painlev'e property. The reference is Section 3.7 in the book "From Gauss to Painlev'e: A modern theory of special functions".