MATH.21:7 - Conformance Checklist

For the proposed construction:

• The intended space, approximation family and comparison between their objects are stated.
• The receiving observation or operation determines the convergence requirement.
• The general argument covers the stages claimed, including the unresolved tail when it matters.
• The limit exists in the admitted space, or the required extension is justified.
• Uniqueness and representative independence are established where the subsequent use needs them.
• Each retained property or limit interchange has its applicable condition.
• A finite return supplies the requested error or observation; an executable return has an obtaining or stopping rule.
• A failed condition leaves the remaining valid construction and a useful next question identifiable.