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For each object <i>x</i>, the primary object <i>x.c</i> is the
least primary ancestor of <i>x</i>.
Axiom (7) asserts that <i>.c</i> preserves ϵ.
As a consequence, <i>.c</i> is a
[[Homomorphism#Homomorphisms_of_relational_structures|homomorphic]]
[[Projection_(mathematics)|projection]]
of <span style="white-space:nowrap"><i>(<u>O</u></i>, ϵ, ≤<i>)</i></span>
onto the [[#Primary_structure|primary structure]],
<span style="white-space:nowrap"><i>(<u>O</u>.c</i>, ϵ, ≤<i>)</i></span>.
Primary objects are further divided into
Line 386 ⟶ 394:
<i>instance-of-instance-of</i> relation.
=== The primary structure {{anchor|Primary_structure}} ===
The restriction of a canonical structure of object membership
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