Abstract

Lie triple centralizers of the algebra of dominant block upper triangular matrices

Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call

Similar Papers

Paper Title
Journal
Date
Author
Linear Lie centralizers of the algebra of dominant block upper triangular matrices
Prakash Ghimire
Linear and Multilinear Algebra | VOL. ahead-of-print
Prakash GhimirePrakash Ghimire
16 Mar 2021
Polynomial functions on upper triangular matrix algebras
Sophie Frisch
Monatshefte f\xfcr Mathematik | VOL. 184
Sophie FrischSophie Frisch
26 Dec 2016
Computation of functions in the algebra of triangular Toeplitz matrices and numerical inversion of the Laplace transform
R.P Tarasov
USSR Computational Mathematics and Mathematical Physics | VOL. 30
R.P TarasovR.P Tarasov
01 Jan 1990
Lie Triple Derivations of the Lie Algebra of Dominant Block Upper Triangular Matrices
Prakash Ghimire ... Huajun Huang
Algebra Colloquium | VOL. 25
Prakash Ghimire, et. al.Prakash Ghimire ... Huajun Huang
14 Aug 2018
View more papers

More From: Linear and Multilinear Algebra

Paper Title
Journal
Date
Author
Maximal border subrank tensors
Chia-Yu Chang
Linear and Multilinear Algebra | VOL. ahead-of-print
Chia-Yu ChangChia-Yu Chang
24 May 2024
On affine spaces of alternating matrices with constant rank
Clément De Seguins Pazzis
Linear and Multilinear Algebra | VOL. ahead-of-print
Clément De Seguins PazzisClément De Seguins Pazzis
21 May 2024
Optimization of some types of Rényi divergences between unitary orbits
Cong Trinh Le ... Trung Hoa Dinh
Linear and Multilinear Algebra | VOL. ahead-of-print
Cong Trinh Le, et. al.Cong Trinh Le ... Trung Hoa Dinh
17 May 2024
Grothendieck-type characterization of representable multilinear mappings
Raffaella Cilia ... Joaquín M Gutiérrez
Linear and Multilinear Algebra | VOL. ahead-of-print
Raffaella Cilia, et. al.Raffaella Cilia ... Joaquín M Gutiérrez
15 May 2024
View more papers