Functional Equivalence

Revision as of 14:09, 17 September 2025

Functional Equivalence is when two or more possibilities are different in method, action, or constitution but remain equivalent or indistinguishable in crucial aspects.

Penrose Tilings

One way to understand Functional Equivalence is by considering Penrose tilings which are type of aperiodic tiling.

@@ Line 1: / Line 1: @@
-{{aka|Par Effectus}}
+[[Functional Equivalence]] is when two or more possibilities are different in method, action, or constitution but remain equivalent or indistinguishable in crucial aspects.
-As a final note on this, some possibilities don't compete with one another so much as they complement each other. When two or more possibilities are different in method or action but result in the same outcome, they can be thought of as having Functional Equivalence, or in Latin Par Effectus.
+== Penrose Tilings ==
+One way to understand [[Functional Equivalence]] is by considering [[wikipedia:Penrose tiling|Penrose tilings]] which are type of [[wikipedia:Aperiodic tiling|aperiodic tiling]].
 == See Also ==
 {{seealso|}}
-{{Seealsowiki|}}
+{{Seealsowiki|[[wikipedia:Penrose tiling|Penrose Tilings]]}}