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fixed a typo

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Daniel Knüttel 2020-03-09 18:02:55 +01:00
parent cd2a837f06
commit ba73d1a449
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computations/C_L_elements_and_products.ipynb
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@ -55,7 +55,7 @@
"\n", "\n",
"Also note that $C_L$ is a subgroup of $SU(2)$, so the inverse of an $a \\in C_L$ is $a^\\dagger$. Further $a$ has the structure $ a \\equiv \\left(\\begin{array}{cc}z_1 & z_2 \\\\ -z_2^* & z_1^* \\end{array}\\right)$ with the constraint $|z_1|^2 + |z_2|^2 = 1$.\n", "Also note that $C_L$ is a subgroup of $SU(2)$, so the inverse of an $a \\in C_L$ is $a^\\dagger$. Further $a$ has the structure $ a \\equiv \\left(\\begin{array}{cc}z_1 & z_2 \\\\ -z_2^* & z_1^* \\end{array}\\right)$ with the constraint $|z_1|^2 + |z_2|^2 = 1$.\n",
"\n", "\n",
"This yields $\\forall a,b \\in L_C$: $a = b$ disregarding a global phase $\\Leftrightarrow ba^\\dagger = \\exp(i\\phi)\\mathbb{1}$ " "This yields $\\forall a,b \\in C_L$: $a = b$ disregarding a global phase $\\Leftrightarrow ba^\\dagger = \\exp(i\\phi)\\mathbb{1}$ "
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{ {