Chan Zhao and T. S. Ma, Rota-Baxter Lie bisystems. In preparation (2025).
Chan Zhao and T. S. Ma, Hopf $\pi$-cobraces. In preparation (2025).
Z. Z. Liu, L. L. Ma, T. S. Ma and D. D. Yan, Factorizable BiHom-antisymmetric infinitesimal bialgebras. Submitted (2025).
T. S. Ma, Yuguang Ming and Chan Zhao, Reynolds Leibniz bialgebras of any weight. Submitted (2025).
C. Zhao and T. S. Ma*, Symmetric Rota-Baxter systems and related bialgebraic structures. Submitted (2025).
L. Guo and T. S. Ma, Nijenhuis pre-Lie bialgebras, Nijenhuis Lie bialgebras and $\mathbb{S}$-equations, arXiv:2508.02983.
T. S. Ma, C. Zhao and H. H. Zheng, Bialgebras induced by special left Alia algebras, arXiv:2506.07061.
T. S. Ma, S. Mabrouk, A. Makhouf and F. Y. Song, Bialgebras, deformations and extensions of Nijenhuis mock-Lie algebraic structures, arXiv:2501.11070.
T. S. Ma, Y. X. Sun and H. H. Zheng, Nijenhuis Leibniz bialgebras. Comm. Algebra, to appear (2026).
H. Y. Li, T. S. Ma* and S. H. Wang, When Leibniz algebras are Nijenhuis? arXiv:2310.14267.
T. S. Ma and F. Y. Song, Admissible Yang-Baxter equation for Nijenhuis perm algebras. J. Lie Theory, to appear (2026). (SCI) arXiv:2410.07496.
H. Y. Li and T. S. Ma*, Dendriform-Nijenhuis bialgebras revisited. J. Korean Math. Soc. 63(1) (2026), 183-209. (SCI)
T. S. Ma and A. Makhouf, Infinitesimal (BiHom-)bialgebras of any weight (I): Basic definitions and properties. Front. Math. 21(1) (2026), 167-202. (SCI)
T. S. Ma, C. Zhao and H. H. Zheng, Hopf $\pi$-braces and related algebraic structures. Colloq. Math.179(2)(2025), 151-170. (SCI)
T. S. Ma, B. Li, H. H. Zheng and X. F. Zhao, Antisymmetric infinitesimal bialgebras of any weight and related associative classical Yang-Baxter equations. Algebra Colloq. 32(4) (2025), 663-684. (SCI)
M. Q. Li and T. S. Ma*, Bialgebraic structure on a Coder pair of any weight. Results Math.79(5) (2024), Paper No. 207.(SCI)
T. S. Ma and L. L. Long, Nijenhuis operators and associative D-bialgebras. J. Algebra 639 (2024), 150-186. (SCI)
C. M. Bai, L. Guo, G. L. Liu and T. S. Ma, Rota-Baxter Lie bialgebras, classical Yang-Baxter equations and special L-dendriform bialgebras. Algebr. Represent. Theory 27(2) (2024), 1347-1372. (SCI) arXiv:2207.08703.
T. S. Ma, A. Makhlouf and S. Silvestrov, Curved O-operator systems. Comm. Algebra 52(12) (2024), 5186-5202. (SCI) arXiv:1710.05232.
C. M. Bai, L. Guo and T. S. Ma, Bialgebras, Frobenius algebras and associative Yang-Baxter equations for Rota-Baxter algebras. Asian J. Math. 28 (2024), 411-436. (SCI) arXiv:2112.10928.
T. S. Ma, B. Li, J. Li and M. Chen, A new approach to antisymmetric infinitesimal bialgebras. Czechoslovak Math. J., 73(148) (2023), 755-764. (SCI)
T. S. Ma and B. Li, Transposed BiHom-Poisson algebras. Comm. Algebra 51(2)(2023), 528-551. (SCI) arXiv:2201.00271.
T. S. Ma and J. Li, Matching Rota-Baxter BiHom-algebras and related algebraic structures. Rocky Mountain J. Math. 52(5)(2022), 1741-1765. (SCI)
T. S. Ma and J. Li, Nonhomogeneous associative Yang-Baxter equations. Bull. Math. Soc. SCI. Math. Roumanie (N.S.) 65(113)(1)(2022), 97-118. (SCI) arXiv:2111.00371.
T. S. Ma, J. Li, L. Y. Chen and S. H. Wang, Rota-Baxter operators on Turaev's Hopf group (co)algebras (I): Basic definitions and related algebraic structures. J. Geom. Phys.175(2022), 104469. (SCI) arXiv:2104.05529v2.
T. S. Ma, J. Li, H. Y. Yang and S. H. Wang, Double crossed biproducts and related structures.Comm. Algebra 50(10)(2022), 4517-4535. (SCI) arXiv:2205.06433.
T. S. Ma, A. Makhlouf and S. Silvestrov, Rota-Baxter cosystems and coquasitriangular mixed bialgebras. J. Algebra Appl. 20(4)(2021), 2150064. (SCI) (Improved version of arXiv:1710.05161).
T. S. Ma, J. Li and H. Y. Yang, Rota-Baxter bialgebras arising from (co-)quasi-idempotent elements. Hacettepe J. Math. Stat.50(1)(2021), 216-223. (SCI)
T. S. Ma, H. Y. Yang and T. Yang, The tensor product of two oriented quantum algebras. J. Algebra Appl. 19(6)(2020), 2050104. (SCI) arXiv:2111.00370 (2021).
T. S. Ma and H. Y. Yang, Drinfeld double for infinitesimal BiHom-bialgebras. Adv. Appl. Clifford Algebr. 30(2020): 42. (SCI)
T. S. Ma and H. H. Zheng, (m, n)-Hom-Lie algebras. Publ. Math. Debrecen 92(1-2)(2018), 59-78. (SCI)
T. S. Ma and L. L. Liu, A generalization of Majid's double biproduct. Adv. in Math. (China) 47(3)(2018), 401-412.
T. S. Ma and H. H. Zheng, Some results on Rota-Baxter monoidal Hom-algebras. Results Math.72(2017), 145-170. (SCI)
T. S. Ma and L. L. Liu, Rota-Baxter coalgebras and Rota-Baxter bialgebras. Linear Multilinear Algebra 64(5)(2016), 968-979. (SCI) arXiv:1604.02950.
T. S. Ma, H. Y. Li and L. L. Liu, Double biproduct Hom-bialgebra and related quasitriangular structures. Chin. Ann. Math. Ser. B 37(6)(2016), 929-950. (SCI)
T. S. Ma and H. Y. Li, On Radford’s biproduct. Comm. Algebra 43(9) (2015), 3946-3966. (SCI)
T. S. Ma, L.L. Liu and H. Y. Li, A class of braided monoidal categories via quasitriangular Hopf \pi-crossed coproduct algebras. J. Algebra Appl. 14(2) (2015): 1550010 (19 pages). (SCI)
T. S. Ma, H. Y. Li and T. Yang, Cobraided smash product Hom-Hopf algebras. Colloq. Math. 134(1)(2014), 75-92. (SCI) arXiv:1604.04090 (2016).
W. Z. Zhao and T. S. Ma*, The structure of bialgebra with a Hopf module. Math. Notes 96(4)(2014), 586-595. (SCI)
T. S. Ma and Y. N. Song, Hopf \pi-crossed biproduct and related coquasitriangular structures. Rend. Semin. Mat. Univ. Padova 130(2013), 127-145. (SCI)
T. S. Ma, H. Y. Li and S. H. Wang, A class of new braided Hopf algebras. Front. Math. China 6(2) (2011), 293-308. (SCI)
T. S. Ma, H. Y. Li and W. Z. Zhao. On the braided structures of Radford's biproduct. Acta Math. Sci. Ser. B Engl. Ed. 31B(2)(2011), 701-715. (SCI)
T. S. Ma and S. H. Wang, Bitwistor and quasitriangular structures of bialgebras. Comm. Algebra 38(2010), 3206-3242. (SCI)