Verified Commit b20ee169 authored by Anton Akhmerov's avatar Anton Akhmerov
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fix equation formatting

parent 7cddcb1b
Pipeline #81788 passed with stages
in 3 minutes and 19 seconds
......@@ -214,7 +214,9 @@ pprint_matrix(H0)
For simplicity, we have taken $H$ to be real. Let's now deform this Hamiltonian into another Hamiltonian $H'$, also real. We can imagine that this deformation describes the changes that occur to the dot as an external parameter, such as a gate voltage, is varied. We can parameterize the deformation by
$H(\alpha) = \alpha H' + (1-\alpha) H,$
$$
H(\alpha) = \alpha H' + (1-\alpha) H,
$$
so that at $\alpha=0$ we are at the initial Hamiltonian and at $\alpha=1$ we are at the final Hamiltonian. Let's see what the energy levels do as a function of $\alpha$ (we use more levels here than in the matrix above so that the spectrum looks more interesting).
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