Extending structures of lie conformal superalgebras

Unified products for Zinbiel 2-algebras

“…The extending structures for leftsymmetric algebras, associative and Lie conformal algebras has also been studied by Y. Hong and Y. Su in [19,20,21]. The extending structures for Lie conformal superalgebras, 3-Lie algebras, Lie bialgebras and infinitesimal bialgebras were studied in [42,38,39,40].…”

Extending structures for Zinbiel bialgebras

“…The theory of extending structure for many types of algebras were well developed by A. L. Agore and G. Militaru in [1,2,3,4,5,6]. Extending structures for 3-Lie algebras, Lie bialgebras, infinitesimal bialgebras and Lie conformal superalgebras were studied in [26,27,28,29,31].…”

Braided anti-flexible bialgebras

“…The extending problem is to describe and classify all algebra structures on E such that A is a subalgebra of E. They show that associated to any extending structure of A by a complement space V , there is a unified product on the direct sum space E ∼ = A ⊕ V . Recently, extending structures for 3-Lie algebras, Lie bialgebras, infinitesimal bialgebras and Lie conformal superalgebras were studied in [15,28,29,30,31].…”