- IOULIA BAOULINA, “ON THE NUMBER OF SOLUTIONS TO CERTAIN DIAGONAL EQUATIONS OVER FINITE FIELDS”, Int. J. Number Theory, 06, no. 01, 2010, 1

- IOULIA N. BAOULINA, “ON MARKOFF–HURWITZ EQUATIONS OVER RESIDUE CLASS RINGS”, Int. J. Number Theory, 10, no. 02, 2014, 421

- Ioulia Baoulina, “On the equation x1m1+⋯+xnmn=ax1⋯xn over a finite field”, Finite Fields and Their Applications, 13, no. 4, 2007, 887

- Ioulia N. Baoulina, “Generalizations of the Markoff–Hurwitz equations over residue class rings”, Int. J. Number Theory, 11, no. 03, 2015, 909

- IOULIA BAOULINA, “ON THE EQUATION $(x_1^{m_1}+\cdots+x_n^{m_n})^k=ax_1\cdots x_n$ OVER A FINITE FIELD”, Int. J. Number Theory, 02, no. 03, 2006, 351

- Wei Cao, “On Generalized Markoff-Hurwitz-type Equations over Finite Fields”, Acta Appl Math, 112, no. 3, 2010, 275

- Shuangnian HU, Jianghan LIU, Zhentao QIN, “The Number of Solutions of Certain Equations over Finite Fields”, Wuhan Univ. J. Nat. Sci., 27, no. 1, 2022, 49

- IGOR E. SHPARLINSKI, “ON THE DISTRIBUTION OF POINTS ON THE GENERALIZED MARKOFF–HURWITZ AND DWORK HYPERSURFACES”, Int. J. Number Theory, 10, no. 01, 2014, 151

- Kun Jiang, Wei Gao, Wei Cao, “Counting solutions to generalized Markoff-Hurwitz-type equations in finite fields”, Finite Fields and Their Applications, 62, 2020, 101609

- Shuangnian Hu, Tianbo Diao, Yujun Niu, Honge Wu, “Research on a Class of Equations over Finite Fields”, Wuhan Univ. J. Nat. Sci., 23, no. 6, 2018, 493
