The m-WG inverse in Minkowski space

Hui Wu, Hongxing Wang, Hongwei Jin


In this paper, we introduce the m-WG inverse in Minkowski space.
Firstly, we show the existence and the uniqueness of the m-WG inverse.
Secondly, we give representations of the m-WG inverse. Thirdly, we characterize the m-WG inverse by applying a bordered matrix. In addition, we extend the generalized Cayley-Hamilton theorem to the m-WG inverse matrix. Finally, we apply the m-WG inverse to solve linear equations in Minkowski space.


  • There are currently no refbacks.