| 11. | In fact let be an orthonormal basis of and let be an element in.
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| 12. | The only possible measurement is between any two orthogonal states ( an orthonormal basis ).
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| 13. | The sines and cosines in the Fourier series are an example of an orthonormal basis.
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| 14. | The columns of the matrix form another orthonormal basis of " V ".
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| 15. | Each orthonormal basis is a Parseval frame, but the converse is not always true.
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| 16. | An orthonormal basis for Minkowski space necessarily consists of one timelike and three spacelike unit vectors.
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| 17. | The resulting ordered orthonormal basis is precisely the "'TNB "'frame.
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| 18. | Every countable orthonormal basis is equivalent to the standard unit vector basis in ! 2.
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| 19. | Let be an orthonormal basis of.
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| 20. | We say that is an " orthonormal basis " for if it is a basis and
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