In discrete math, I have read that lattice is a generalized form of boolean lattice. But those places where boolean algebra is mentioned, they don't tell about lattices (digital logic, binary,...). Whether the meet and join is same as and and or in boolean logic? If we are thinking in terms of lattices how you define 1 and 0 = 0? We consider only a two element lattice?
Relation between Lattice and Boolean Algebra
discrete mathematics;boolean algebra;lattices