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Orthogonal vs. Orthonormal (Know The Difference)
Orthogonal vs. Orthonormal (Know The Difference)
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An orthonormal set of vectors is a set of vectors that are orthogonal and normalized.
An orthonormal set of vectors is a set of vectors that are orthogonal and normalized.
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Orthogonal means "at a right angle."
Orthogonal means "at a right angle."
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Orthogonal vectors are a subset of orthonormal vectors.
Orthogonal vectors are a subset of orthonormal vectors.
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The number of rows in each matrix must be equal
The number of rows in each matrix must be equal
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The orthogonal formula is a measure of correlation between two variables.
The orthogonal formula is a measure of correlation between two variables.
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Orthonormal vectors are orthogonal vectors that have been normalized.
Orthonormal vectors are orthogonal vectors that have been normalized.
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Orthogonal vs. Orthonormal.