Abstract:
Many mathematicians dealt on Lattice theory; Lattice types (complete lattice, modular
lattice. distributive lattice. an Almost Distributive Lattice which is a Distributive Lattice
except possibly the right distributive of join over meet and commutability of both meet and
join, bounded lattice, complemented lattice) and relations among lattices (semi lattice. sub
lattices, isomorphic lattices ... ). They have defined it, Lattice, in two ways; as a set with two
binary operations meet and join defined on the set (or lattice as algebra) and as a Poset
with a relation defined on it.
Now, almost distributive Lattices, Amicable sets, Compatible sets and Almost Boolean
I~illgs ;Ire dealt.
