Abstract:
A subspace lattice {(0),M,N,H}{(0),M,N,H} of a Hilbert space HH is called a generalized generic lattice if M∩N=M⊥∩N⊥=(0)M∩N=M⊥∩N⊥=(0) and dim(M⊥∩N)=dim(M∩N⊥)dim(M⊥∩N)=dim(M∩N⊥). In this note, we show that each derivation of a generalized generic lattice algebra into itself is inner.
This publication is cited in the following 1 articles:
U. S. Shaikhattarova, Y. Zh. Otarov, E. V. Kovalevskiy, A. K. Kuandykova, Zh. Zh. Zharylkassyn, A. V. Alexeyev, M. K. Tilemissov, C. U. Ismailov, “The impact of working conditions on the health of workers in contact with chrysotile-containing dust”, MiE, 2024, no. 3, 27