S(P), [intersection]} be the pure neutrosophic semilattice whose

Hasse diagram is as follows.

3] is depicted in Figure 3; for instance, there are two arrows from the bottom to the top since there are three connected components in the

Hasse diagram of the R-order on [F.

They used the fact that an initial interval [Id, [sigma]] is the set of linear extensions of a partially ordered set whose

Hasse diagram is a tree when [sigma] avoids 1324 and [bar.

Puppe (for example see [8]), we can see a

Hasse diagram of the cohomology algebras of the fixed point sets of circle actions on X, which are correspond to the rationalized Borel spaces, from a point of view of a deformation.

A

Hasse diagram of a poset can be a line graph of the original graph, i.

We in case of Neutrosophic lattices represent them by the diagram which will be known as the neutrosophic

Hasse diagram.

n] and is the poset which has

Hasse diagram depicted in Figure 1.

Consequently, there is a one-to-one correspondence between preposets and acyclic oriented graphs on subsets of V whose vertices partition V: a preposet R corresponds to the

Hasse diagram of the poset [<.

The

Hasse diagram of this poset is the usual graph of reduced galleries.

Suppose that there is a cycle in the

Hasse diagram of [V.

Indeed, when the increasing flip graph is the

Hasse diagram of the increasing flip poset, this poset is EL-shellable, and we can compute its Mobius function.

r], that is, r copies of the

Hasse diagram of the Young lattice.