Chunyue WANG, Qingcheng ZHANG, Jizhu NAN

7279

Hom-Lie 2-superalgebras

Hom-Lie 2-superalgebras can be considered as the categorification of Hom-Lie superalgebras. We give the definition of Hom-Lie 2-superalgebras and study their superderivations. We obtain the representation, deformation, and abelian extensions related to the 2-cocycle and Hom-Nijenhuis operators. Moreover, we also construct a skeletal (strict) Hom-Lie 2-superalgebra from a Hom-associative Rota--Baxter superalgebra.

Keywords:

Hom-Lie 2-superalgebras, superderivations, representations deformations, abelian extensions, Hom-associative Rota--Baxter superalgebras,

Turkish Journal of Mathematics-Cover

ISSN: 1300-0098
Yayın Aralığı: 6
Yayıncı: TÜBİTAK

Arşiv

Sayıdaki Diğer Makaleler

An extension of Cline''s formula for a generalized Drazin inverse

Haifeng LIAN, Qingping ZENG

Ayesha SHABBIR, Yasir BASHIR, Faisal NADEEM

Cihat ABDİOĞLU

Eylem Güzel KARPUZ, Fırat ATEŞ, Ahmet Sinan ÇEVİK, İsmail Naci CANGÜL

Rectifying curves in the nn-dimensional Euclidean space

Stijn CAMBIE, Wendy GOEMANS, Iris VAN DEN BUSSCHE

Xiaoyan ZHOU, Min WEI

Chunyue WANG, Qingcheng ZHANG, Jizhu NAN

Rahman BAHMANI SANGESARI, Marjan SHEIBANI ABDOLYOUSEFI, Nahid ASHRAFI

Emrah KILIÇ, Talha ARIKAN