Consistent circle: Difference between revisions

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m Having a sub-weak circle: terminological clarification
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This is a much more common type of circle that is still generally reliable for most purposes, hence useful to distinguish.
This is a much more common type of circle that is still generally reliable for most purposes, hence useful to distinguish.


When a circle satisfies this consistency but no stronger, we say its consistency is ''weak''. If it fails to satisfy this bound but generates a subset, it might qualify for a [[having a sub-weak circle]].
When a circle satisfies this consistency but no stronger, we say its consistency is ''weak''. If it fails to satisfy this bound but generates a subset, it might qualify for [[#having a sub-weak circle]].


=== Strongly consistent circle ===
=== Strongly consistent circle ===