Preprints

• Compatible weak factorization systems and model structures (with Z. Di and L. Li), Preprint (2024), 18pp. [pdf]

• Representations of N∞-type combinatorial categories (with Z. Di and L. Li), Preprint (2024), 20pp. [pdf]

• Balancedness of complete cohomology with respect to subcategories (with S. Guo and X. Yang), Preprint (2023), 17pp. [pdf]

• Representations over diagrams of abelian categories II: Abelian model structures (with Z. Di, L. Li and N. Yu), Preprint (2023), 26pp. [pdf]

• Representations over diagrams of abelian categories I: Global structure and homological objects (with Z. Di, L. Li and N. Yu), Preprint (2023), 26pp. [pdf]

• Sheaves of modules on atomic sites and discrete representations of topological groups (with Z. Di, L. Li and F. Xu), Preprint (2022), 33pp. [pdf]

Papers

1. Flat model structures and Gorenstein objects in functor categories (with Z. Di, L. Li and Y. Ma), Proc. Roy. Soc. Edinburgh Sect. A, to appear, 21pp. [pdf]

2. One-sided Gorenstein rings (with L. W. Christensen, S. Estrada, P. Thompson and J. Wang), Forum Math., to appear, 23pp. [pdf]

3. Frobenius pairs arising from Morita rings (with Y. Ma and G. Yang), J. Algebra Appl., to appear, 18pp. [pdf]

4. Completeness of induced cotorsion pairs in representation categories of rooted quivers (with Z. Di, L. Li and F. Xu), Acta Math. Sin. (Engl. Ser.), to appear, 18pp. [pdf]

5. Stable functors and cohomology theory in abelian categories (with S. Guo), Ark. Mat. 62 (2024), 39-72. [pdf]

6. Virtually Gorenstein rings and relative homology of complexes (with Z. Di and J. Wang), J. Pure Appl. Algebra 227 (2023), 107127 (15pp). [pdf]

7. A study of Tate homology via the approximation theory with applications to the depth formula (with O. Celikbas, A. Sadeghi and T. Sharif), Acta Math. Sin. (Engl. Ser.) 39 (2023), 439-458. [pdf]

8. Constructions of Frobenius pairs in abelian categories (with G. Yang), Mediterr. J. Math. 19 (2022), 76 (17pp). [pdf]

9. Homology theories and Gorenstein dimensions for complexes, Algebr. Represent. Theory 24 (2021), 1459-1477. [pdf]

10. Gorenstein flat representations of left rooted quivers (with Z. Di, S. Estrada and S. Odabasi), J. Algebra 584 (2021), 180-214. [pdf]

11. A refinement of Gorenstein flat dimension via the flat–cotorsion theory (with L. W. Christensen, S. Estrada, P. Thompson, D. Wu and G. Yang), J. Algebra 567 (2021), 346-370. [pdf]

12. Homology theories for complexes based on flats, Glasgow Math. J. 63 (2021), 27-44. [pdf]

13. Relative global dimensions and stable homotopy categories (with J. Wang), C. R. Math. Acad. Sci. Paris 358 (2020), 379-392. [pdf]

14. On the Gorenstein dimensions over local homomorphisms (with D. Wu), Comm. Algebra 47 (2019), 3117-3122. [pdf]

15. The existence of #-injective envelopes of complexes (with G. Yang), Acta Math. Sinica (Chin. Ser.) 62 (2019), 391-396. (in Chinese) [pdf]

16. Vanishing of stable homology with respect to a semidualizing module, Front. Math. China 13 (2018), 107-127. [pdf]

17. Avramov-Martsinkovsky type exact sequences with Tor Functors (with C. Zhang), Acta Math. Sin. (Engl. Ser.) 33 (2017), 1569-1577. [pdf]

18. Stable homology over associative rings (with O. Celikbas, L. W. Christensen and G. Piepmeyer), Trans. Amer. Math. Soc. 369 (2017), 8061-8086.  [pdf] 

19. Complete homology over associative rings (with O. Celikbas, L. W. Christensen and G. Piepmeyer), Israel J. Math. 221 (2017), 1-24. [pdf]

20. Vanishing of relative homology and depth of tensor products (with O. Celikbas and A. Sadeghi), J. Algebra 478 (2017), 382-396. [pdf]

21. Gorenstein dimensions of unbounded complexes and change of base (with an appendix by Driss Bennis) (with L. W. Christensen and F. Koksal), Sci. China Math. 60 (2017), 401-420. [pdf] 

22. Lower complete intersection dimension over local homomorphisms (with G. Yang), Indian J. Pure Appl. Math. 47 (2016), 673-686.[pdf] 

23. A characterization of Gorenstein projective modules (with J. Wang), Comm. Algebra 44 (2016), 1420-1432. [pdf] 

24. Gorenstein flat complexes with respect to a semidualizing module (with C. Yang), Algebra Colloq. 22 (2015), 259-270. [pdf] 

25. Stability of Cartan-Eilenberg Gorenstein categories (with G. Yang), Rend. Semin. Mat. Univ. Padova 132 (2014), 103-122. [pdf] 

26. Some remarks on projective generators and injective cogenerators (with N. Ding and G. Yang), Acta Math. Sin. (Engl. Ser.) 30 (2014), 2063-2078. [pdf] 

27. Cartan-Eilenberg Gorenstein flat complexes (with G. Yang), Math. Scand. 114 (2014), 5-25. [pdf] 

28. All modules have Gorenstein flat precovers (with G. Yang), Comm. Algebra 42 (2014), 3078-3085. [pdf]

29. Cartan-Eilenberg Gorenstein projective complexes (with G. Yang), J. Algebra Appl. 13 (2014), 1350068 (17 pages). [pdf] 

30. Weakly Armendariz rings relative to skew polynomial rings (with C. Yang), Southeast Asian Bull. Math. 38 (2014), 527-533. [pdf] 

31. On the restricted projective dimension of complexes (with D. Wu), Ukrainian Math. J., 65 (2013), 1042-1053. [pdf] 

32. Balance for Tate cohomology with respect to semidualizing modules (with G. Yang), J. Aust. Math. Soc., 95 (2013), 223-240. [pdf] 

33. Tate homology of modules of finite Gorenstein flat dimension, Algebr. Represent. Theory, 16 (2013), 1541-1560. [pdf] 

34. Ding projective and Ding injective modules (with Z. Liu and G. Yang), Algebra Colloq. 20 (2013), 601-612. [pdf] 

35. On Gorenstein flat preenvelopes of complexes (with Z. Liu and G. Yang), Rend. Semin. Mat. Univ. Padova 129 (2013), 171-187. [pdf]

36. Model structures on categories of complexes over Ding-Chen rings (with Z. Liu and G. Yang), Comm. Algebra 41 (2013), 50-69. [pdf]

37. Kaplansky classes of complexes (with C. Yang), Arab. J. Math. 2 (2013), 57-63. [pdf] 

38. Gorenstein injective and projective complexes with respect to a semidualizing module (with C. Yang), Comm. Algebra 40 (2012), 3352-3364. [pdf] 

39. On #-injective complexes (with N. Ding), J. Algebra Appl. 11 (2012), 1250021(22 pages). [pdf] 

40. Covers and envelopes by #-F complexes (with N. Ding and G. Yang), Comm. Algebra 39 (2011), 3253-3277. [pdf] 

41. On a generalization of semicommutative rings (with L. Wang and Z. Liu), Taiwanese J. Math. 11 (2007), 1359-1368. [pdf] 

Varia

• [PhD thesis] On #-F complexes, Department of Mathematics, Nanjing University, 2011. [pdf] 

• [MSc thesis] Generalized Armendariz rings (in Chinese), Department of Mathematics, Northwest Normal University, 2006. [pdf] 

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