Introduction to Quantum Computing
"Dirac notation, also called bra–ket notation, is a way to write objects in linear algebra."
A qubit drawn as |𝜓⟩ is called a “ket”. The vertical bar “|” and the right angle bracket “⟩” come together to form the ket which represents a vector in a particular complex linear space. These are used to help simplify the writing of long, complex vectors. So this can be written as |φ>
When the rows are swapped for columns for the vector, while not vectors, they can be placed in a one-to-one correspondence with them. They are called “bras”, and are written as "⟨ |", with an appropriate label as needed. This can be written as <θ|
References:
- Dirac Notation:
https://en.wikipedia.org/wiki/Bra%E2%80%93ket_notation - Lecture 2 Notes:
https://csferrie.medium.com/introduction-to-quantum-computing-49b31b96e70f - Playlist: Lectures and Labs for Introduction to Quantum Computing:
https://www.youtube.com/playlist?list=PLtvBHm6EzL47oFXGRB7Oe-kfcn_0ZnJE2 - Qiskit:
https://qiskit.org