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Understanding the bra-ket antilinear correspondence
I can't follow how the above argument leads to (1.8).
I am able to prove it only if I can show $$\langle a | c\rangle+\langle b| c\rangle=(\langle a|+\langle b|)\,|c\rangle$$
But I don't understand ...
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0
votes
1
answer
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Bra-Ket and inner products
We denote a scalar product of two vectors $a, b$ in Hilbert space $H$ as $(a,b)$ or $\langle a, b\rangle$.
In Bra-Ket notation, we denote a vector $a$ in Hilbert space as $|a\rangle$. Also, we say ...
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