# Hasse Diagram

Sunday, December 13, 2020

*Edit***Hasse Diagram**. Many edges in the directed graph for a finite poset do not have to be shown since Example. Since a partial order is a binary relation, it can be represented by a digraph.

Jump to navigation Jump to search. When we deal with a partial order, we know that the relation must be reflexive, transitive, and antisymmetric. Since a partial order is a binary relation, it can be represented by a digraph.

### Jump to navigation Jump to search.

Many edges in the directed graph for a finite poset do not have to be shown since Example.

HDT being a multivariate explorative method is not limited to one level of biological response and thus it seems suitable for comparison of concentration-effect curves. When we deal with a partial order, we know that the relation must be reflexive, transitive, and antisymmetric. Since a partial order is a binary relation, it can be represented by a digraph.