数学与计算机科学 |
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正规Bihom-Lie代数的上边缘算子刻画 |
熊桢 |
宜春学院 数学与计算机科学学院,江西 宜春 336000 |
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Description of regular Bihom-Lie algebras by coboundary operators |
XIONG Zhen |
School of Mathematics and Computer Science, Yichun University, Yichun 336000, Jiangxi Province, China |
1 GRAZIANIG, MAKHLOUFA, MENINIC, et al.Bihom-associative algebras, Bihom-Lie algebras and Bihom-bialgebras[J]. SIGMA, 2015, 86(11):34,arXiv:1505.00469. 2 HARTWIGJ, LARSSOND, SILVESTROVS.Deformations of lie algebras using σ-derivations[J]. J Algebra, 2006, 295(2):314-361. 3 HUN.q-Witt algebras, q-Lie algebras,q-Holomorph structure and representations[J]. Algebra Colloq, 1999, 6(1):51-70. 4 MAKHLOUFA, SILVESTROVS.Hom-algebra structures[J]. J Gen Lie Theory Appl,2008, 2(2):51-64. 5 AMMARF, EJBEHIZ, MAKHLOUFA.Cohomology and deformations of Hom-algebras[J]. J Lie Theory, 2011, 21(4):813-836. 6 CHENGY, SUY.(Co)homology and universal central extension of Hom-Leibniz algebras[J]. Acta Math Sin (Engl Ser), 2011, 27(5):813-830. 7 SHENGY.Representations of Hom-Lie algebras[J]. Algebr Represent Theor , 2012, 15(6):1081-1098. 8 YAU D.Hom-algebras and homology[J]. J Lie Theory, 2009, 19(2):409-421. 9 CHENGY, QIH.Representations of Bihom-Lie algebras[J]. arXiv:1610.043021v1. |
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