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math.NT2012
Bounding differences in Jager Pairs
Avraham Bourla
Symmetrical subdivisions in the space of Jager Pairs for continued fractions-like expansions will provide us with bounds on their difference. Results will also apply to the classic…
math.NT2012
Arithmetic diophantine approximation for continued fractions-like maps on the interval
Avraham Bourla
We establish arithmetical properties and provide essential bounds for bi-sequences of approximation coefficients associated with the natural extension of maps, leading to continued…