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个人信息Personal Information
教师拼音名称：LIANG Li
电子邮箱：
所在单位：兰州交通大学数理学院
学历：博士研究生毕业
办公地点：8教D座222室
毕业院校：南京大学
- Completeness of the induced cotorsion pairs in functor categories (with Z. Di, L. Li and F. Xu), Preprint (2021), 24pp..
- Constructions of Frobenius pairs in abelian categories (with G. Yang), Preprint (2020), 14pp..
- Stable functors and cohomology theory in Grothendieck categories (with S. Guo and X. Yang), Preprint (2020), 25pp..
- A study of absolute, relative and Tate homology with respect to a semidualizing module (with O. Celikbas, A. Sadeghi and T. Sharif), Preprint (2019), 13 pp..
- Gorenstein flat representations of left rooted quivers (with Z. Di, S. Estrada and S. Odabasi), J. Algebra, to appear, 29pp. [pdf].
- Homology theories and Gorenstein dimensions for complexes, Algebr. Represent. Theory, to appear, 19pp. [pdf].
- Restricted projective, injective and flat complexes (with Y. Song), Bull. Iranian Math. Soc., to appear, 16pp. [pdf].
- 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].
- Homology theories for complexes based on flats, Glasgow Math. J. 63 (2021), 27-44. [pdf].
- Relative global dimensions and stable homotopy categories (with J. Wang), C. R. Mathématique 358 (2020), 379-392. [pdf].
- On the Gorenstein dimensions over local homomorphisms (with D. Wu), Comm. Algebra 47 (2019), 3117-3122. [pdf].
- The existence of #-injective envelopes of complexes (with G. Yang), Acta Math. Sinica (Chin. Ser.) 62 (2019), 391-396. (in Chinese) [pdf].
- Vanishing of stable homology with respect to a semidualizing module, Front. Math. China 13 (2018), 107-127. [pdf].
- Avramov-Martsinkovsky type exact sequences with Tor Functors (with C. Zhang), Acta Math. Sin. (Engl. Ser.) 33 (2017), 1569-1577. [pdf].
- Stable homology over associative rings (with O. Celikbas, L. W. Christensen and G. Piepmeyer), Trans. Amer. Math. Soc. 369 (2017), 8061-8086. [pdf] .