Non-Strict Partial Order

Non-Strict Partial Order

Order relation that is reflexive, antisymmetric and transitive.

Examples

  • The relationship “…is less than or equal to…” represented by the symbol ≤ is a non-strict partial order.

This diagram illustrates this non-strict partial order for the set {2, 3, 4, 5, 6}.relation_ordre_large

  • The relationship “…is greater than or equal to…” represented by the symbol ≥ is a non-strict partial order.
  • The relationship “…is a subset of…” represented by the symbol ⊆ is a non-strict partial order.

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