Charlene Kalle
Associate Professor
- Name
- Dr. C.C.C.J. Kalle
- Telephone
- 071 5271590
- kallecccj@math.leidenuniv.nl
- ORCID iD
- 0000-0002-3178-996X
Charlene Kalle is an associate professor at the Mathematical Institute and programme director of the bachelor Mathematics.
Associate Professor
- Faculty of Science
- MI
- Probability, Operations and Dynamics
- Boonstra A. & Kalle C.C.C.J. (2025), Constructions of normal numbers with infinite digit sets, Journal of Complexity 89: 101945.
- Golden S. van, Kalle C.C.C.J., Kombrink S. & Samuel T. (2025), Dimensions of infinitely generated self-affine sets and restricted digit sets for signed Lüroth expansions, Nonlinearity 38(4): 045020.
- Homburg A.J. & Kalle C.C.C.J. (2025), Iterated function systems of affine expanding and contracting maps on the unit interval, Advances in Mathematics 482(Part B): 110605.
- Huang Y. & Kalle C.C.C.J. (2024), Rational approximation with generalised $\alpha $-Lüroth expansions, Acta Arithmetica 215: 327-353.
- Berthé V., Dajani K., Kalle C.C.C.J., Krawczyk E., Kuru H. & Thevis A. (2024), Rational approximations, multidimensional continued fractions, and lattice reduction. In: Abdellatif R., Karemaker V. & Smajlovic L. (Eds.), Women in Numbers Europe IV. Association for Women in Mathematics Series no. 32. Cham: Springer. 111–154.
- Imbierski Jonny Kalle Charlene Mohammadpour Reza (2024), Birkhoff spectrum for diagonally self-affine sets and digit frequencies for GLS systems with redundancy, Proceedings of the Royal Society of Edinburgh: Section A Mathematics : 1-26.
- Kalle Charlene Verbitskiy Evgeny Zeegers Benthen (2024), Pseudo-random number generation with β-encoders, International Journal of Mathematics for Industry 16: 2450026.
- Kalle C.C.C.J. & Zeegers B.P. (2023), Decay of correlations for critically intermittent systems, Nonlinearity 36(6): 3319-3348.
- Kalle C.C.C.J., Matache V., Tsujii M. & Verbitskiy E.A. (2022), Invariant densities for random continued fractions, Journal of Mathematical Analysis and Applications 512(2): 126163.
- Homburg A.J., Kalle C.C.C.J., Ruziboev M., Verbitskiy E.A. & Zeeger B.P. (2022), Critical intermittency in random interval maps, Communications in Mathematical Physics 394: 1-37.
- Kalle C.C.C.J., Verbitskiy E.A. & Zeegers B. (2022), Random lochs’ theorem, Studia Mathematica 267: 201-239.
- Kalle C.C.C.J. & Maggioni M. (2021), On approximation by random Lüroth expansions, International Journal of Number Theory 18(5): 1013-1046.
- Dajani K. & Kalle C.C.C.J. (2021), A first course in ergodic theory. Boca Raton: CRC Press, Taylor & Francis Group.
- Dajani K., Kalle C.C.C.J. & Maggioni M. (2021), Matching for random systems with an application to minimal weight expansions, Nonlinearity 34(6): 3676-3708.
- Kalle C.C.C.J. & Maggioni M. (2020), Invariant densities for random systems of the interval, Ergodic Theory and Dynamical Systems 42(1): 141-179.
- Kalle C.C.C.J., Langeveld N.D.S., Maggioni M. & Munday S. (2020), Matching for a family of infinite measure continued fraction transformations, Discrete and Continuous Dynamical Systems - Series A 40(11): 6309-6330.
- Dajani K. & Kalle C.C.C.J. (2020), Invariant measures, matching and the frequency of 0 for signed binary expansions, Publications of the Research Institute for Mathematical Sciences (PRIMS) 56(4): 701-742.
- Kalle C.C.C.J. Kong D. Li W. Lü F. (2019), On the bifurcation set of unique expansions, Acta Arithmetica 188(4): 367-399.
- Kalle C.C.C.J., Kong D., Langeveld N. & Li W. (2019), The beta-transformation with a hole at 0, Ergodic Theory and Dynamical Systems 40(9): 2482-2514.
- Kalle C.C.C.J., Kempton T. & Verbitskiy E. (2017), The random continued fraction transformation, Nonlinearity 30(3): 1182-1203.
- Bruin H., Carminati C. & Kalle C.C.C.J. (2017), Matching for generalised β-transformations, Indagationes Mathematicae 28(1): 55-73.
- Kalle C.C.C.J. (2014), Isomorphisms between positive and negative β-transformations, Ergodic Theory and Dynamical Systems 34(1): 153-170.
- Bruin H. & Kalle C.C.C.J. (2014), Natural extensions for piecewise affine maps via Hofbauer towers, Monatshefte für Mathematik 175(1): 65 - 88.
- Dajani K. & Kalle C.C.C.J. (2013), Local dimensions for the random β-transformation, New York Jounal of Mathematics 19: 285-303.
- Kalle C.C.C.J. & Steiner W. (2012), Beta-expansions, natural extensions and multiple tilings associated with pisot untis, Transactions of the American Mathematical Society 364(5): 2281 - 2318.
- Dajani K. & Kalle C.C.C.J. (2011), Transformations generating negative β-expansions, Integers 11B: A5.
- Dajani K. & Kalle C.C.C.J. (2011), A note on the greedy β-transformation with arbitrary digits, Séminaires et congrès: Collection SFM 20: 83-104.
- Dajani K. & Kalle C.C.C.J. (2010), Natural extensions for the golden mean. In: Hobbs C. & Paycha S. (Eds.), European women in mathematics: World Scientific. 113-123.
- Dajani K. & Kalle C.C.C.J. (2009), A natural extension for the greedy β-transformation with three arbitrary digits, Acta Mathematica Hungarica 125(1-2): 21-45.
- Dajani K. & Kalle C.C.C.J. (2007), On the convergence of logarithmic first return times, Revue Roumaine de Mathematique Pures et Appliquees 52(1): 35-46.
- Dajani K. & Kalle C.C.C.J. (2007), Random β-expansions with deleted digits, Discrete and Continuous Dynamical Systems - Series A 18(1): 199-217.