“…More significantly, a transposed Poisson algebra naturally arises from a Novikov-Poisson algebra by taking the commutator Lie algebra of the Novikov algebra. Later, in a recent paper by Ferreira, Kaygorodov, and Lopatkin a relation between 1 2 -derivations of Lie algebras and transposed Poisson algebras have been established [13]. These ideas were used for describing all transposed Poisson structures on the Witt algebra [13], the Virasoro algebra [13], the algebra W(a, b) [13], twisted Heisenberg-Virasoro [29], Schrodinger-Virasoro algebras [29], extended Schrodinger-Virasoro [29] and Block Lie algebras and superalgebras [19].…”