Asymptotic behaviour of the Sudler product of sines for quadratic irrationals

Type: Article

Publication Date: 2018-05-24

Citations: 13

DOI: https://doi.org/10.1016/j.jmaa.2018.05.045

Locations

  • Journal of Mathematical Analysis and Applications - View
  • arXiv (Cornell University) - View - PDF

Similar Works

Action Title Year Authors
+ Asymptotic behaviour of the Sudler product of sines for quadratic irrationals 2018 Sigrid Grepstad
Mario Neumüller
+ Asymptotic behaviour of the Sudler product of sines for quadratic irrationals 2018 Sigrid Grepstad
Mario Neumüller
+ On the asymptotic behaviour of the sine product $\prod_{r=1}^n|2\sin(πr α)|$ 2019 Sigrid Grepstad
Lisa Kaltenböck
Mario Neumüller
+ On the asymptotic behaviour of the sine product $\prod_{r=1}^n|2\sin(\pi r \alpha)|$ 2019 Sigrid Grepstad
Lisa Kaltenböck
Mario Neumüller
+ On extreme values for the Sudler product of quadratic irrationals 2021 Manuel Hauke
+ On length of the period of the continued fraction of $n\sqrt{d}$ 2021 Filip Gawron
Tomasz Kobos
+ 5. On the asymptotic behavior of the sine productΠ<sup>n</sup> <sub>r =1</sub> /2 sin πrα/ 2020 Sigrid Grepstad
Lisa Kaltenböck
Mario Neumüller
+ On the order of magnitude of Sudler products II 2021 Sigrid Grepstad
Mario Neumüller
Agamemnon Zafeiropoulos
+ On the order of magnitude of Sudler products 2020 Christoph Aistleitner
Niclas Technau
Agamemnon Zafeiropoulos
+ On the growth of Sudler's sine product at the golden rotation number 2014 Paul Verschueren
Ben Mestel
+ Shrinking the period lengths of continued fractions while still capturing convergents 2007 Edward B. Burger
Jesse Gell‐Redman
Ross Kravitz
Daniel Walton
Nicholas Yates
+ PDF Chat On the order of magnitude of Sudler products 2023 Christoph Aistleitner
Niclas Technau
Agamemnon Zafeiropoulos
+ PDF Chat On the distribution of Sudler products and Birkhoff sums for the irrational rotation 2024 Bence Borda
+ PDF Chat On the asymptotic behavior of Sudler products along subsequences 2022 Mario Neumüller
+ Period-length equality for the nearest integer and nearest square continued fraction expansions of a quadratic surd 2011 Keith R. Matthews
John P. Robertson
+ Growth of the Sudler product of sines at the golden rotation number 2015 Paul Verschueren
Ben Mestel
+ On the asymptotic behavior of Dedekind sums 2014 Kurt Girstmair
+ On the asymptotic behavior of Dedekind sums 2014 Kurt Girstmair
+ PDF Chat On the order of magnitude of Sudler products II 2022 Sigrid Grepstad
Mario Neumüller
Agamemnon Zafeiropoulos
+ On the asymptotic behaviour of Sudler products for badly approximable numbers 2023 Manuel Hauke