Acosta-Humánez, Primitivo B.Van Der Put, MariusTop, Jaap2018-03-052018-03-052017-05-0911317787http://hdl.handle.net/20.500.12442/1773This is a sequel to papers by the last two authors making the Riemann{Hilbert correspondence and isomonodromy explicit. For the degenerate fifth Painlev e equation, the moduli spaces for connections and for monodromy are explicitly computed. It is proven that the extended Riemann{Hilbert morphism is an isomorphism. As a consequence these equations have the Painlev e property and the Okamoto{Painlev e space is identified with a moduli space of connections. Using MAPLE computations, one obtains formulas for the degenerate fifth Painlev e equation, for the B acklund transformations.engModuli space for linear connectionsIrregular singularitiesStokes matricesMonodromy spacesIsomonodromic deformationsPainlev´e equationsarticleinfo:eu-repo/semantics/openAccess