13 citations · 106 across the 32 of their papers we have counts for
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Derivations for the even part of the odd Hamiltonian superalgebra in positive characteristic
Xiuying Hua, Yucai Su
In this paper we mainly study the derivations for even part of the finite-dimensional odd Hamiltonian superalgebra over a field of prime characteristic. We first give the gene…
Derivations for the even part of the Hamiltonian superalgebra in positive characteristic
Wende Liu, Yucai Su, Yongzheng Zhang
In this paper we consider the derivations for even part of the finite-dimensional Hamiltonian superalgebra over a field of prime characteristic. We first introduce an ideal $\f…
Derivations from the even parts into the odd parts for Lie superalgebras W and S
Wende Liu, Baoling Liu
Let and denote the even parts of the general Witt superalgebra and the special superalgebra over a field of characteristic respectively.…
Derivations for the even parts of modular Lie superalgebras and of Cartan type
Wende Liu, Yongzheng Zhang
Let be the underlying base field of characteristic and denote by and the even parts of the finite-dimensional generalized Witt Lie s…