Definitions from Wiktionary (semiorthogonal)
▸ adjective: (mathematics, category theory) Having the property that every subcategory is in the set of orthogonal subcategories of every higher order subcategory.
▸ adjective: (mathematics, matrix algebra) 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).
▸ adjective: (physics) Orthogonal to the corresponding approximation space.
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▸ adjective: (mathematics, category theory) Having the property that every subcategory is in the set of orthogonal subcategories of every higher order subcategory.
▸ adjective: (mathematics, matrix algebra) 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).
▸ adjective: (physics) Orthogonal to the corresponding approximation space.
Similar:
orthogonal,
orthomodular,
orthosymplectic,
biorthonormal,
wellpowered,
orthosymmetric,
orthonormal,
biorthogonal,
plagiogonal,
hemitropic,
more...
Opposite:
▸ Words similar to semiorthogonal
▸ Usage examples for semiorthogonal
▸ Idioms related to semiorthogonal
▸ Wikipedia articles (New!)
▸ Popular nouns described by semiorthogonal
▸ Words that often appear near semiorthogonal
▸ Rhymes of semiorthogonal
▸ Invented words related to semiorthogonal