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Use this tag when having questions concerning expressions with the trace of a matrix/operator.

2 votes
0 answers
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Trace distance of two infinite rank tensor product states

.$$ I have been trying to compute the following trace distance. $$ \|e^{-itX\otimes P} \rho\otimes\sigma e^{itX\otimes P} - \Lambda_{2}\big\{e^{-itX\otimes P} \rho\otimes\sigma e^{itX\otimes P}\big … \}\|_{1} $$ Where the trace distance is defined as follows. $$ \|A-B\|_{1} = \frac{1}{2}Tr\sqrt{\big(A-B\big)^{\dagger}\big( A-B\big) } $$ My question is independent of the specific structure of the quantum …
Hldngpk's user avatar
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7 votes
1 answer
230 views

A limit of a particular Quantum Fidelity

Let $\mathbf{\hat{\rho}}(t)$ and $\mathbf{\hat{\sigma}}(t)$ be two trace class positive operators acting on a Hilbert space of infinite dimension for all $t > 0$. …
Hldngpk's user avatar
  • 90