semiorthogonal
Having the property that every subcategory is in the set of orthogonal subcategories…Having the property that every subcategory is in the set of orthogonal subcategories of every higher order subcategory.
Meaning
3 senses(not comparable)Having the property that every subcategory is in the set of orthogonal subcategories of every higher order subcategory.
(not comparable)Either columnwise orthogonal (having the property that M'M is an identity matrix) or rowwise orthogonal (having the property that MM' is an identity matrix).
(not comparable)Orthogonal to the corresponding approximation space.
Origin
From semi- + orthogonal.From semi- + orthogonal.
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