$\langle Av,Aw\rangle=\langle V,w\rangle$,$\det(A)=1$ Proof Verification

Alex Johnson
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$\langle Av,Aw\rangle=\langle V,w\rangle$,$\det(A)=1$ Proof Verification>

Hi i don't know how to show that 2,x\langle 2,x \rangle is not principal and the definition of a principal ideal is unclear to me. Feb 5, 2021i have what i think is a very simple question, basically, what does the notation "\langle \rangle" stand for? I was wondering what a,b|\langle a,b \rangle| mean, where both are vectors, if i am correct.

Jun 24, 2023what is the expectation value of ψuψ|\langle \psi|u|\psi \rangle| over haar random states ψ|\psi\rangle? Apr 6, 2016i know that ϕψ\langle \phi | \psi \rangle is the probability of going from the ψ\psi-state to the ϕ\phi-state, and that ϕhϕ\langle \phi | h | \phi \rangle is the expectation value of the energy fo.

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