Volume 10, No. 3/4 (2023)
Journal of Fractal Geometry
S2O
Articles of this issue are accessible as open access under our subscribe to open model.
pp. 209–241 Schrödinger equations defined by a class of self-similar measuresSze-Man NgaiWei Tang
DOI 10.4171/JFG/134pp. 243–266 Metric results for numbers with multiple -expansionsSimon BakerYuru Zou
DOI 10.4171/JFG/131pp. 267–278 Dimensions of Kleinian orbital setsThomas BartlettJonathan M. Fraser
DOI 10.4171/JFG/139pp. 279–302 Box dimension of generalized affine fractal interpolation functionsLai JiangHuo-Jun Ruan
DOI 10.4171/JFG/136pp. 303–332 A combinatorial Fredholm module on self-similar sets built on -cubesTakashi MaruyamaTatsuki Seto
DOI 10.4171/JFG/132pp. 333–349 The pointwise behavior of Riemann’s functionFrederik BrouckeJasson Vindas
DOI 10.4171/JFG/137pp. 351–388 Assouad-like dimensions of a class of random Moran measures. II. Non-homogeneous Moran setsKathryn E. HareFranklin Mendivil
DOI 10.4171/JFG/133pp. 389–421 On the error-sum function of Pierce expansionsMin Woong Ahn
DOI 10.4171/JFG/142