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Kuzmin's theorem revisited
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2000
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Geometry Of NumberRiemann-hilbert ProblemAlgebraic AnalysisConvergence RateNew ProofMulti-dimensional Continued FractionsReal Algebraic GeometryContinued FractionRational Approximation
Iosifescu pointed out that earlier attempts to generalize Kuzmin's theorem to fibred systems have a gap. In this paper a new proof is given. The convergence rate is worse, but the result applies to multi-dimensional continued fractions and complex continued fractions.