definition · fr-2-definition-6-2
Closably totalizable witness
Definition in the source manuscript fusion-reconstruction
On this page
Statement
A witness is closably totalizable when it is closable in the prescribed Hilbert realization.
Meaning and scope
Its graph closure must remain single-valued; boundedness of each finite restriction does not establish this.
Example
The diagonal witness is closable. The summation witness is not.
The paper page includes the reader corrections accompanying this edition.
Source
Paper 2, Definition 6.2. Research note — not peer reviewed.
Bidirectional research graph
Where this object sits in the mathematics
Incoming and outgoing relations are generated from the same typed graph used by paper pages. Nothing is inferred from title similarity or prose alone.
Referenced by
No source-verified relations recorded yet.
Points to
No source-verified relations recorded yet.