CONSTRUCTION A CORING FROM TENSOR PRODUCT OF BIALGEBRA
Abstract: In this Paper introduced a coring from tensor product of
bialgebra. An algebra with compatible coalgebra structure are known as
bialgebra. For any bialgebra B
we can obtained tensor product
between B and itself. Defined a right
and left B -action on the tensor product
of bialgebra B such that we have tensor product of
B and itself
is a bimodule over
.B In this note
we expect that
the tensor product B and
itself becomes a B -coring with
comultiplication and counit.
Author: Nikken Prima Puspita,
Siti Khabibah
Journal Code: jpmatematikagg120006
