[1] Zhenliang Zhang*, On sets of exact Diophantine approximation over the field of formal series, Journal of Mathematical Analysis and Applications, 2012, 386(1), 378-386. (SCI) [2] Chun-Yun Cao, Jun Wu, Zhenliang Zhang *, The efficiency of approximating real numbers by Luroth expansion, Czechoslovak Mathematical journal, 2013,63 (138) , 497-513. (SCI) [3] Zhenliang Zhang*, On the exceptional sets in Sylvester continued fraction expansion, International Journal of Number Theory, 2015,11(8),2369–2380. (SCI) [4] Zhenliang Zhang*, Chunyun Cao, On points contain arithmetic progressions in their Luroth expansion, Acta Mathematica Scientia, 2016,36B(1),257-264. (SCI) [5] Zhenliang Zhang*, The relative growth rate of the largest digit in continued fraction expansion, Lithuanian Mathematical Journal, 2016,56(1),133-141. (SCI) [6] Zhenliang Zhang*, Meiying Lv, The relative growth rate of the largest partial quotient to the sum of partial quotients in continued fraction expansions, Journal of Number Theory, 2016,163, 482-492 (SCI) [7] Meiying Lv,Jia Liu, Zhenliang Zhang, Exceptional sets of the Oppenheim expansions over the field of formal Laurent series, Finite Fields and Their Applications, 2016, 42, 253-268. (SCI) [8] Jia Liu, Zhenliang Zhang, On the Hausdorff dimension faithfulness of continued fraction expansion, C. R.Acad.Sci.Paris,Ser.I, 2016, 354, 874-878. (SCI) [9] Yuanhong Chen, Zhenliang Zhang*, Xiaojun Zhao, Multifractal analysis of the divergence points of Birkhoff averages for beta-dynamical systems, Monatshefte fur Mathematik, 2017, 182, 823--839. (SCI) [10] Zhenliang Zhang*, Chunyun Cao, On points with positive density of the digit sequence in infinite iterated function systems, Journal of the Australian Mathematical Society, 2017, 102(3),435-443. (SCI) [11] Jia Liu, Zhenliang Zhang, On the Hausdorff dimension faithfulness connected with Q(infinity)-expansion, Nonlinearity, 2017, 30, 2268--2278. (SCI) [12] Yu Sun, Zhenliang Zhang, Jia Liu, On the Hausdorff dimension faithfulness of Oppenheim expansion, Acta Arithmetica,2017, 180, 89-99. (SCI) [13] Jia Liu, Meiying Lv, Zhenliang Zhang, On the exceptional sets in Erdos-Renyi limit theorem of beta-expansion, International Journal of Number Theory, 2018, 14(7), 1919-1934. (SCI) [14] Yann Bugeaud, Zhenliang Zhang, On homogeneous and inhomogeneous Diophantine approximation over the fields of formal power series, Pacific Journal of Mathematics, 2019, 302(2), 453-480. (SCI) [15]Xiaoyan Tan, Zhenliang Zhang*, The relative growth rate for the digits in Lüroth expansions, C. R. Acad. Sci. Paris, Ser.I, 2020, 358(2), 557-562. (SCI) [16] Yann Bugeaud, Lovy Singhal, Zhenliang Zhang, Inhomogeneous diophantine approximation over fields of formal power series. Math. Scand., 2020, 126(3), 451–478. (SCI) |