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V. Paulauskas and R. Zovė
Journal Article
Projections of random Cantor sets
K. J. Falconer
Journal of Theoretical Probability, 1989, Volume 2, Number 1, Pages 65-70
Superbranching processes and projections of random Cantor sets
F. M. Dekking and G. R. Grimmett
Probability Theory and Related Fields, 1988, Volume 78, Number 3, Pages 335-355
On dimensions and measures of statistically constructed cantor sets
M. Nakamura
Journal of Mathematical Sciences, 1998, Volume 92, Number 3, Pages 3906-3910
On the structure of Mandelbrot's percolation process and other random cantor sets
F. M. Dekking and R. W. J. Meester
Journal of Statistical Physics, 1990, Volume 58, Numbers 5-6, Pages 1109-1126
Arithmetic sum of two homogeneous cantor sets
Haiyi Jiang and Yongcheng Yin
Applied Mathematics - A Journal of Chinese Universities, 2003, Volume 18, Number 2, Pages 125-128
Diophantine approximation and Cantor sets
Yann Bugeaud
Mathematische Annalen, 2008, Volume 341, Number 3, Pages 677-684
Algebraic Topology for Minimal Cantor Sets
Jean-Marc Gambaudo and Marco Martens
Annales Henri Poincare, 2006, Volume 7, Number 3, Pages 423-446
Asymptotic geometry of hyperbolic well-ordered cantor sets
F. M. Tangerman and J. J. P. Veerman
Journal of Statistical Physics, 1990, Volume 59, Numbers 1-2, Pages 299-321
Correlated Fractal Percolation and the Palis Conjecture
Michel Dekking and Henk Don
Journal of Statistical Physics, 2010, Volume 139, Number 2, Pages 307-325
Book Chapter
Hausdorff dimension of sets arising in number theory
Richard T. Bumby
Lecture Notes in Mathematics, 1985, Volume 1135, Number Theory, Pages 1-8
Cantor sets - Hausdorff dimension - p-stable random zonotopes
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