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this is probably wrong

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Daniel Knüttel 2020-01-28 11:11:37 +01:00
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thesis/chapters/stabilizer.tex
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@ -39,8 +39,8 @@ the elements of $P$ either commute or anticommute.
The group property of $P_n$ follows directly from its definition The group property of $P_n$ follows directly from its definition
via the tensor product as do the (anti-)commutator relationships. via the tensor product as do the (anti-)commutator relationships.
Further are $p \in P_n$ hermitian and have the eigenvalues $\pm 1$ for %Further are $p \in P_n$ hermitian and have the eigenvalues $\pm 1$ for
$p \neq \pm I$, $+1$ for $p = I$ and $-1$ for $p = -I$. %$p \neq \pm I$, $+1$ for $p = I$ and $-1$ for $p = -I$.
\subsubsection{Stabilizers} \subsubsection{Stabilizers}