  In this article we introduce a class of generalisations of the
Jordan-Schwinger (JS) map which realises the recent proposed generalised sl(2)
(G-sl(2)) algebra via two independent Generalised Heisenberg Algebras (GHA).
Although the GHA and the G-sl(2) algebra exhibit more general algebraic
structures than the Heisenberg and sl(2) algebras, the generalised JS map
presents a compact and simple structure wich includes the standard JS map as a
particular case. Finally, since in the GHA there is a physical interpretation
in terms of composite particles, we will carry out this assertion in a manner
that the generalised sl(2) algebra could be related to composite particles with
angular momentum.
