typo fix
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@ -558,7 +558,7 @@ The orbitals in the reference problem $\lambda=0$ correspond to the symmetry-pur
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Hamiltonian, while self-consistent solutions at $\lambda = 1$ represent the orbitals of the true HF solution.}
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Hamiltonian, while self-consistent solutions at $\lambda = 1$ represent the orbitals of the true HF solution.}
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% INTRODUCE COMPLEX ANALYTIC-CONTINUATION
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% INTRODUCE COMPLEX ANALYTIC-CONTINUATION
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\hugh{For real $\lambda$, the self-consistent HF energies at give (real) $U$ and $t$ values
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\hugh{For real $\lambda$, the self-consistent HF energies at given (real) $U$ and $t$ values
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in the Hubbard dimer directly mirror the energies shown in Fig.~\ref{fig:HF_real},
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in the Hubbard dimer directly mirror the energies shown in Fig.~\ref{fig:HF_real},
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with coalesence points at
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with coalesence points at
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\begin{equation}
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\begin{equation}
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