| 1. | The spinors are the column vectors on which these matrices act.
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| 2. | These matrices can act either on real or complex column vectors.
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| 3. | The column vectors of are the eigenvectors of and they are orthonormal.
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| 4. | Column vectors simply provide a convenient way to express the spin components.
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| 5. | The quantity is a constant column vector and is a normalization constant.
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| 6. | It is common and helpful to display the basis vectors as column vectors
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| 7. | The remaining column vectors of " U " are not calculated.
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| 8. | In other frames, the corresponding coordinates are also arranged into column vectors.
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| 9. | Inequality relationships similar to those defined above can also be defined for column vectors.
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| 10. | Because the kets } } are not synonymous or equal to the column vectors.
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