Need IN Depth Explanation for each option
- POSET [ A ; <= ] is
a) Bounded Lattics
b) Distributive Lattice
c) Complemented Lattice
d) Boolean Algebra
- POSET [ P(A) ; $\subseteq$ ] is
a) Bounded Lattics
b) Distributive Lattice
c) Complemented Lattice
d) Boolean Algebra
- POSET [ An ; /] is
a) Bounded Lattics
b) Distributive Lattice
c) Complemented Lattice
d) Boolean Algebra
What I Know
If I get an proper set I could figer out each option . For Bounded Lattice There has to be a Lower Bound as well as Upper Bound
For Distributed Lattice any sub lattice to be isomorphic to standard L1 * and L2* graphs ( unique complement for each and atmost one )
For Complemented Lattice every element has atleast one Complement ..
How to Solve general questions like this..?
Need in depth explanation for each option and each question.
Thanks.