r. anisca and c. chlebovec, on the ergodicity of the space ℓ2(x), pure and applied functional analysis, to appear.
r. anisca and m. ilie, on the structure of arithmetic sums of cantor sets associated with series, results in mathematics 78 (2023), paper no. 5, 13 pp.
r. anisca, the ergodicity of weak hilbert spaces, proceedings of the american mathematical society 148 (2020), 3199-3201.
r. anisca, v. ferenczi and y. moreno, on the classification of positions and complex structures in banach spaces, journal of functional analysis 272(2017), 3845-3868.
r. anisca and c. chlebovec, subspaces of ℓ2(x) without the approximation property, journal of mathematical analysis and its applications 395 (2012), 523-530.
r. anisca, the ergodicity of weak hilbert spaces, proceedings of the american mathematical society 138 (2010), 1405-1413.
r. anisca and c. chlebovec, on the structure of arithmetic sums of cantor sets with constant ratios of dissection, nonlinearity 22 (2009), 2127-2140.
r. anisca, on the structure of banach spaces with an unconditional basic sequence, studia mathematica 182 (2007), 67-85.
r. anisca and v. troitsky, minimal vectors of positive operators, indiana university mathematics journal 54 (2005), 861-872.
r. anisca, subspaces of lp with more than one complex structure, proceedings of the american mathematical society 131 (2003), 2819-2829.
