Fuchsian equations of type DN
classification
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math.CA
keywords
operatorprovetypeantidefiningdifferentialequationsexpression
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We prove that a generic differential operator of type DN is irreducible, regular, (anti)self-adjoint, and has quasiunipotent local monodromies. We prove that the defining matrix of a DN operator can be recovered from the expression of the operator as a polynomial in t and d/dt.
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