Null Column Vector vs $ |0 \rangle$

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ognik
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Hi - is there any difference between 'null column vector' and $ |0 \rangle $? Ta
 
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There's no difference in the usual matrix interpretation of bras and kets. Kets are column vectors, and bras are complex conjugate tranposes, so they're row vectors. This does change in infinite-dimensional Hilbert space.