@article{Mao2023, 
author = {Dan Mao and Keli Zheng},
title = {Derivations of finite-dimensional modular Lie superalgebras        K    ¯    (  n  ,  m  )},
year = {2023},
journal = {Electronic Research Archive},
volume = {31},
number = {7},
pages = {4266-4277},
keywords = {Lie superalgebra, modular Lie superalgebra, derivation superalgebra, associative superalgebra, contact type},
url = {https://www.sciopen.com/article/10.3934/era.2023217},
doi = {10.3934/era.2023217},
abstract = {This paper is aimed at determining the derivation superalgebra of modular Lie superalgebra        K    ¯    (  n  ,  m  ). To that end, we first describe the        Z  -homogeneous derivations of        K    ¯    (  n  ,  m  ). Then we obtain the derivation superalgebra    D  e  r  (      K    ¯    ). Finally, we partly determine the derivation superalgebra    D  e  r  (  K  ) by virtue of the invariance of    K  (  n  ,  m  ) under    D  e  r  (      K    ¯    ).}
}