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JournalsjfgVol. 9, No. 1/2

Journal of Fractal Geometry

Volume 9, No. 1/2 (2022)

J. Fractal Geom. cover
S2O

Articles of this issue are accessible as open access under our subscribe to open model.

  • pp. 1–23

    Baker domains and non-convergent deformations

    Rodrigo RoblesGuillermo Sienra

  • pp. 23–72

    Hidden positivity and a new approach to numerical computation of Hausdorff dimension: higher order methods

    Richard S. FalkRoger D. Nussbaum

  • pp. 73–87

    On the dimension spectra of infinite conformal iterated function systems

    Tushar DasDavid Simmons

  • pp. 89–128

    Ahlfors regular conformal dimension of metrics on infinite graphs and spectral dimension of the associated random walks

    Kôhei Sasaya

  • pp. 129–149

    Invariant measures for iterated function systems with inverses

    Yuki Takahashi

  • pp. 151–169

    An upper bound for the intermediate dimensions of Bedford–McMullen carpets

    István Kolossváry

  • pp. 171–192

    On the Hausdorff dimension of the recurrent sets induced from endomorphisms of free groups

    Yutaka IshiiTatsuya Oka

  • pp. 193–206

    Fourier decay for homogeneous self-affine measures

    Boris Solomyak

Publication Date

3 August 2022

Identifiers

DOI Prefix
10.4171/JFG
ISSN print
2308-1309
ISSN digital
2308-1317
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