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RIMS Workshop on Non-abelian Hodge theory and Geometry of Twistor structures , July 13--16, 2009
C. Simpson (Université de Nice)
Lectures on Nonabelian Hodge Theory
I: The Hodge filtration on nonabelian cohomology II: Local study and the role of variations of Hodge structure
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III: The noncompact case: weight-two phenomena IV: The noncompact case: classification questions
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D. Yamakawa (RIMS, Kyoto Univ.)
Quiver varieties and parabolic connections on marked projective lines
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Y. Haraoka (Kumamoto Univ.)
Prolongation and middle convolution of Fuchsian systems
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S. Szabó (Budapest Univ. of Technology and Economics)
Deformations of logarithmic connections and apparent singularities
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Y. Tsuchimoto (Kochi Univ.)
Endomorphisms of the Weyl algebra An and associated projective modules of rank 1
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C. Sabbah (École Polytechnique)
I: Introduction to twistor D-Modules II: Twistor D-Modules and Fourier-Laplace transform
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A. Fujiki (Osaka Univ.)
Anti-self-dual bihermitian structures on Inoue surfaces via twistor method
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M.-H. Saito (Kobe Univ.)
Deligne-Hitchin-Simpson's twistor spaces and degenerations of isomonodromic flows
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S. Moriya (Kyoto Univ.)
Twistor structures on real pro-algebraic homotopy types of compact Kahler manifolds
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