Defining relations and identities of finite-dimensional nilpotent algebra \(R\) with condition \(\dim\,R^2/R^3 = 2\)

Related Items (4)

Defining relations and identities of finite-generated nilpotent algebra \(R\) with condition \(\dim R^N /R^{N+1} = 2\) ⋮ Structure, defining relations and identities of finite-dimensional nilpotent algebra \(R\) with condition \(\dim R^N/R^{N+1}=2\) ⋮ On the standard identity in a finitely generated nilpotent algebra \(R\) over an arbitrary field with condition \(\dim R^N/R^{N+1}=2\) ⋮ On the degree of minimal identity of a finitely generated algebra with a fixed nilpotence index

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