Abstract:
The concept
of a pseudo complementation * on almost distributive lattice (ADL) with 0 IS
introduced and it is proved that it is equationally definable.
A one-to-one correspondence between the pseudo complementation*on an ADLL with 0 and
maximal elements
of L is obtained. It is also proved that L*={a* fa E L} is Boolean algebra
which is independent (up to Isomorphism) ofthe pseudo complementation * on L.
