Cited By
View all- Zhang YZhao JLiu G(2023)Rota–Baxter family Ω-associative conformal algebras and their cohomology theoryJournal of Mathematical Physics10.1063/5.013143564:10Online publication date: 25-Oct-2023
A long standing problem of Gian-Carlo Rota for associative algebras is the classification of all linear operators that can be defined on them. In the 1970s, there were only a few known operators, for example, the derivative operator, the difference ...
In this paper we consider a free associative algebra on three generators over an arbitrary fieldK. Given a term ordering on the commutative polynomial ring on three variables overK, we construct uncountably many liftings of this term ordering to a ...
As a fundamental notion, the free differential algebra on a set is concretely constructed as the polynomial algebra on the differential variables. Such a construction is not known for the more general notion of the free differential ...
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