3 citations · 6 across the 3 of their papers we have counts for
3 papers
math.NT2011★ 2 cited
Linear independence measures for values of certain q-series
Igor Rochev
We prove, in a quantitative form, linear independence results for values of a certain class of q-series, which generalize classical q-hypergeometric series. These results refine ou…
math.NT2010★ 3 cited
New linear independence measures for values of q-hypergeometric series
Igor Rochev
We prove linear independence results for values of (a certain class of) q-hypergeometric series in a quantitative form.
math.NT2008★ 1 cited
On distribution of fractional parts of linear forms
Igor Rochev
We prove a result on linear forms related to Peres-Schlag's theorem on badly approximable numbers with respect to lacunary sequences.