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It is not the case that The operation T as classically defined requires quantification over all ordinals at a single type level, which violates NFU's stratification.
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Reasons For
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Reason for
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1.
Operation T can be reformulated within NFU using relativized quantification over ordinals stratified by context, preserving functionality.
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2.
The claim conflates classical presentation with mathematical content; stratified variants of T exist that achieve equivalent results legitimately.
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Reasons Against
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Reason against
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1.
NFU enforces strict type stratification where all quantifiers must respect type levels, preventing unrestricted ordinal quantification.
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2.
Classical operation T iterates through all ordinals without type restrictions, creating a single quantifier scope across distinct type levels.
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3.
Violating stratification permits self-referential constructions that NFU was designed to exclude, undermining foundational consistency.
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