| Abstract: |
| In this talk, we present a numerical method for rigorously finding the monodromy of a Picard-Fuchs type hypergeometric differential equation. From the base point defined by fundamental solutions, we analytically continue the solution on a contour around singular points using rigorous integrator. Then, we find the monodromy matrix of the hypergeometric differential equation, which presents the fundamental group of the equation. |
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