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Hausdorff dimension
8
"On the Exceptional Set for Absolute Continuity of Bernoulli Convolutions" (2014) Shmerkin, P. Geometric and Functional Analysis. 24(3):946-958
"Small Furstenberg sets" (2013) Molter, U.; Rela, E. Journal of Mathematical Analysis and Applications. 400(2):475-486
"The sizes of rearrangements of cantor sets" (2013) Hare, K.E.; Mendivil, F.; Zuberman, L. Canadian Mathematical Bulletin. 56(2):354-365
"Furstenberg sets for a fractal set of directions" (2012) Molter, U.; Rela, E. Proceedings of the American Mathematical Society. 140(8):2753-2765
"Classifying cantor sets by their fractal dimensions" (2010) Cabrelli, C.A.; Hare, K.E.; Molter, U.M. Proceedings of the American Mathematical Society. 138(11):3965-3974
"Improving dimension estimates for Furstenberg-type sets" (2010) Molter, U.; Rela, E. Advances in Mathematics. 223(2):672-688
"Dimension functions of Cantor sets" (2007) Garcia, I.; Molter, U.; Scotto, R. Proceedings of the American Mathematical Society. 135(10):3151-3161
"Hausdorff measure of p-Cantor sets" (2004) Cabrelli, C.; Molter, U.; Paulauskas, V.; Shonkwiler, R. Real Analysis Exchange. 30(2):413-434