T. S. Ma, S. Mabrouk, A. Makhouf and F. Y. Song, Nijenhuis operators and mock-Lie bialgebras. Submitted (2025).
T. S. Ma and Y. X. Sun, Nijenhuis Leibniz bialgebras. Prepared (2024).
T. S. Ma and F. Y. Song, Admissible Yang-Baxter equation for Nijenhuis perm algebras, arXiv:2410.07496 (2024).
H. Y. Li and T. S. Ma*, Nijenhuis Lie bialgebras: sl_2 as an example. Submitted (2024).
T. S. Ma and A. Makhouf, Infinitesimal (BiHom-)bialgebras of any weight (I): Basic definitions and properties. Front. Math., accepted (2024). (SCI) arXiv:2309.01758 (2023).
T. S. Ma and A. Makhlouf, Infinitesimal (BiHom-)bialgebras of any weight (II) : Representations, arXiv:2310.09975 (2023).
T. S. Ma, F. Y. Song and H. H. Zheng, A note on Zhu's construction of Hopf brace from Radford biproducts. J. Algebra Appl., doi:10.1142/S0219498825502585, online (2024). (SCI)
H. Y. Li and T. S. Ma*, Dendriform-Nijenhuis bialgebras revisited. Submitted (2023).
H. Y. Li, T. S. Ma* and S. H. Wang, When Leibniz algebras are Nijenhuis? arXiv:2310.14267 (2023).
T. S. Ma, Y. X. Sun and X. Zhou, Hom-Leibniz bialgebras revisited. J. Algebra Appl., doi:10.1142/S0219498825503268, online (2024). (SCI)
T. S. Ma and S. H. Wang, Dual representations of AE algebras and applications. Submitted (2022).
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., accepted (2023). (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 (2022).
T. S. Ma, A. Makhlouf and S. Silvestrov, Curved O-operator systems. Comm. Algebra 52(12) (2024), 5186-5202. (SCI) arXiv:1710.05232 (2017).
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 (2021).
H. H. Zheng and T. S. Ma*, Bialgebras of Rota-Baxter (Hom-)Lie algebras of any weight. Publ. Math. Debrecen 105 (2024), 341-378. (SCI)
T. S. Ma, M. Q. Li, H. H. Zheng and X. F. Zhao, Some algebraic structures about Nijenhuis operators. Filomat 38(5)(2024), 1711-1727. (SCI)
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 (2022).
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 B. Li, Two results on double crossed biproducts. Hacettepe J. Math. Stat.51(4)(2022), 1121-1140. (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 (2021).
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 (2021).
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 (2022).
T. S. Ma, J. Li and T. Yang, Coquasitriangular infinitesimal BiHom-bialgebras and related structures. Comm. Algebra 49(6)(2021), 2423-2443. (SCI)
T. S. Ma, H. H. Zheng, L. H. Dong and J. Z. Chen, Lazy 2-cocycles and Radford (m,n)-biproduct. J. Algebra Appl. 20(7)(2021), 2150120. (SCI)
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 (2017)).
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(3)(2020): 42. (SCI)
T. S. Ma, S. Silvestrov and H. H. Zheng, On Hom-Yetter-Drinfeld category. In: Silvestrov S., Malyarenko A., Rancic M. (eds) Algebraic structures and Applications. SPAS 2017. Springer Proceedings in Mathematics & Statistics, vol 317, pp339-358. Springer, Cham, 2020. (EI)
T. S. Ma, L. L. Liu and L. Y. Chen, Radford (m,n)-biproduct and (m+n)-Yetter-Drinfeld category. Comm. Algebra 48(8)(2020), 3285-3306. (SCI)
T. S. Ma, H. Y. Yang, L. Y. Zhang and H. H. Zheng, Quasitriangular covariant monoidal BiHom-bialgebras, associative monoidal BiHom-Yang-Baxter equations and Rota-Baxter paired monoidal BiHom-modules. Colloq. Math. 161 (2020) , 189-221. (SCI)
T. S. Ma, H. Y. Yang, L. L. Liu and Q. G. Chen, On unified Hom-Yetter- Drinfeld categories. J. Geom. Phys.144(2019), 81-107. (SCI)
T. S. Ma, H. Y. Li and L. H. Dong, A class of double crossed biproducts. Ukr. Mat. Zh. 70(11)(2018), 1533-1540; Translated in Ukrainian Math. J. 70(11) (2019), 1767-1776. (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, L. L. Liu and L. Y. Chen, Symmetries of (m, n)-Yetter-Drinfeld categories. J. Algebra Appl. 17(7)(2018),1850135. (SCI)
T. S. Ma, H. Y. Li and S. X. Xu, Construction of a braided monoidal category for Brzezinski crossed coproducts of Hopf \pi-algebras. Colloq. Math. 149(2) (2017), 309-323. (SCI)
T. S. Ma, Y. Z. Wang and L. L. Liu, Generalized Radford biproduct Hom-Hopf algebras and related braided tensor categories. J. Math. (Wuhan) 37(6)(2017), 1161-1172. Published online:2016-03-29.
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 H. H. Zheng, An extended form of Majid's double biproduct. J. Algebra Appl. 16(4)(2017), 1750061 (23 pages). (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 (2016).
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, L. H. Dong and H. Y. Li, General Hom-Lie algebra. J. Algebra Appl.15(5)(2016): 1650081 (13 pages). (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).
H. Y. Li and T. S. Ma*, A construction of Hom-Yetter-Drinfeld category. Colloq. Math. 137(1)(2014), 43-65. (SCI) arXiv:1604.02954 (2016).
T. S. Ma, H. Y. Li and Z. C. Zhang, Two results on Brzezinski \pi-crossed product. Comm. Algebra 42(5)(2014), 2082-2098. (SCI)
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, Z. M. Jiao and Y. N. Song, On crossed double biproduct. J. Algebra Appl. 12(5)(2013), 1250211 (17 pages). (SCI)
W. Z. Zhao and T. S. Ma*, Bicrossproduct revisited. Filomat 27(4)(2013), 637-647. (SCI)
T. S. Ma, H. Y. Li and S. H. Wang, Quasitriangularity of Brzezinski's crossed coproducts. J. Algebra Appl. 10(2)(2011), 241-255. (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, A method to construct oriented quantum algebras. Comm. Algebra 38(11)(2010), 4234 - 4254. (SCI)
T. S. Ma and S. H. Wang, Bitwistor and quasitriangular structures of bialgebras. Comm. Algebra 38(9)(2010), 3206-3242. (SCI)
T. S. Ma, S. H. Wang and S. X. Xu, A method of constructing braided Hopf algebras. Filomat 24(2)(2010), 53-66. (SCI)
T. S. Ma and S. H. Wang, General double quantum groups. Comm. Algebra 38(2)(2010), 645-672. (SCI)