id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ijassa-1408	Arutyunov, Andronick A.	A Combinatorial View on Derivations in Bimodules	2023	6	.pdf	application/pdf	2629	175	67	Informally speaking, quasi-inner derivations are such operators that can be represented as a formal infinite sum of inner derivations, i.e. the commutator x→ The role of quasi-inner derivations for group rings is that they form an ideal containing the ideal of inner derivations (Theorem 4.1, [6]), with examples of quasi-inner derivations that are not inner in the group ring (Section 3.3 of [5] – the case of Heisenberg group).	cache/ijassa-1408.pdf	txt/ijassa-1408.txt