Yuming Liu
刘玉明
School of Mathematical Sciences E-mail: ymliu
at bnu.edu.cn |
|
[30] Trivial extensions of
monomial algebras are symmetric fractional Brauer configuration algebras of
type S
(with B. H. Xing), arXiv:2408.02537, 1-15.
[29] Fractional Brauer
configuration algebras I: definitions and examples (with N. Q. Li) arXiv:
2406.11468, 1-29.
[28] The
associated graded algebras of Brauer graph algebras II: infinite representation
type (with J. Guo and Yu Ye) arXiv: 2403.06684,
1-25.
[27] A note on higher structures on the complexes
associated to quiver algebras with applications to toupie algebras (with
B. H. Xing) arXiv: 2401.06429, 1-17.
[26] A generalization of Dugas’ construction
on stable auto-equivalences for symmetric algebras (with N. Q. Li) arXiv: 2310.13934, 1-21.
[25] Generalized parallel paths method for computing the
first Hochschild cohomology groups with applications to Brauer graph algebras (with
B. H. Xing) Preprint (2023), 1-34.
[24] The Hochschild cohomology groups under gluing
arrows (with L. Rubio y Degrassi and C. Wen) To
appear in Comm. in Algebra, 1-27.
[23] The
Hochschild cohomology groups under gluing
idempotents (with L. Rubio y Degrassi and C. Wen) Revised (2023), 1-33.
[22] Algebraic Morse theory via homological perturbation lemma with
applications to Chinese algebras (with J. Chen and G. D. Zhou)
Revised (2023), 1-28.
[21] The liftability question for stable equivalences between
representation-finite self-injective algebras (with N. Q. Li) Algebr. Represent. Theor. 26
(2023), 1519-1547.
[20] On simple-minded systems over
representation-finite self-injective algebras (with J. Guo, Y. Ye
and Z. Zhang) Algebr. Represent. Theor.
25 (2022), 983-1002.
[19] An explicit construction of simple-minded
systems over self-injective Nakayama algebras (with J. Guo, Y. Ye
and Z. Zhang) Colloq. Math. 164 (2021), 185-210. A computer program by Wenting Huang
[18] On simple-minded systems and $\tau$-periodic
modules of self-injective algebras (with A. Chan and Z. Zhang) J.
Algebra 560 (2020), 416-441.
[17] The Batalin-Vilkovisky structure on the Tate-Hochschild
cohomology ring of a group algebra (with Z. F. Wang and G. D. Zhou)
IMRN, 2021(6) (2021), 4079-4139.
[16] The associated
graded algebras of Brauer graph algebras I: finite representation type (with
J. Guo) Comm. in Algebra 49(3) (2021), 1071-1103.
[15] Two
questions on stable equivalences of Morita type (with G. D. Zhou and
A. Zimmermann) Proc. Amer. Math. Soc. 145(5) (2017), 1881-1890.
[14] The Batalin-Vilkovisky structure over
the Hochschild cohomology ring of a group algebra A MAPLE program (with G. D.
Zhou) J. Noncommut. Geom. 10 (2016), 811-858.
[13] Simple-minded systems,
configurations and mutations for representation-finite self-injective algebras
(with A. Chan and S. Koenig) J. Pure. Appl. Algebra 219 (2015), 1940-1961.
[12] On
simple-minded system and \tau-invariant modules (with A. Chan)
Preprint (2016), 1-9.
[11] Simple-minded systems in stable
module categories corrections
(with S. Koenig) Quarterly J. Math. 63 (3) (2012), 653-674.
[10] Transfer maps in Hochschild (co)homology
and applications to stable and derived invariants and to the Auslander-Reiten
conjecture (with S. Koenig and G. D. Zhou) Trans. Amer. Math. Soc. 364
(2012), 195-232.
[9] Higman-ideal,
stable Hochschild homology and Auslander-Reiten conjecture (with G.
D. Zhou and A. Zimmermann) Math. Zeit. 270 (2012), 759-781.
[8] Some new developments on stable equivalences of Morita type (with
C. C. Xi) Advances in Mathematics (Chinese) 37(4) (2008), 385-391.
[7] Summands of stable equivalences of Morita type Comm. in Algebra 36(10)
(2008), 3778-3782.
[6] Gluing of idempotents, radical embeddings and two classes of stable
equivalences corrections (with S.
Koenig) J. Algebra 319(12) (2008), 5144-5164.
[5] Constructions of stable equivalences of Morita type for finite
dimensional algebras III (with C. C. Xi) Jour. Lon. Math. Soc. 76(3)
(2007), 567-585.
[4] On stable equivalences induced by exact functors Proc. Amer. Math.
Soc. 134 (2006), 1605-1613.
[3] Construction of stable equivalences of Morita type for finite
dimensional algebras I (with C. C. Xi) Trans. Amer. Math. Soc. 358
(2006), 2537-2560.
[2] Constructions of stable equivalences of Morita type for finite
dimensional algebras II (with C. C. Xi) Math. Zeit. 251 (2005),
21-39.
[1] On stable equivalences of Morita type for finite dimensional algebras
Proc. Amer. Math. Soc. 131 (2003), 2657-2662.