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Done with IIA and IIB

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Pierre-Francois Loos 2020-12-01 15:33:20 +01:00
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@ -202,6 +202,8 @@ Critical points are singularities which lie on the real axis and where the natur
However, these do not clearly belong to a given class of singularities and they cannot be rigorously classified as they have more complicated functional forms. However, these do not clearly belong to a given class of singularities and they cannot be rigorously classified as they have more complicated functional forms.
} }
\titou{T2: I THINK THAT IN GENERAL THE AXE LABELS ARE TOO SMALL.}
%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%
\section{Exceptional Points in Electronic Structure} \section{Exceptional Points in Electronic Structure}
\label{sec:EPs} \label{sec:EPs}
@ -239,7 +241,7 @@ However, exact solutions to Eq.~\eqref{eq:SchrEq} are only possible in the simpl
the one-electron hydrogen atom and some specific two-electron systems with well-defined mathematical the one-electron hydrogen atom and some specific two-electron systems with well-defined mathematical
properties.\cite{Taut_1993,Loos_2009b,Loos_2010e,Loos_2012} properties.\cite{Taut_1993,Loos_2009b,Loos_2010e,Loos_2012}
In practice, approximations to the exact Schr\"{o}dinger equation must be introduced, including In practice, approximations to the exact Schr\"{o}dinger equation must be introduced, including
the perturbation theories and Hartree--Fock approximation considered in this review perturbation theories and Hartree--Fock approximation considered in this review.
In what follows, we will drop the parametric dependence on the nuclear geometry and, In what follows, we will drop the parametric dependence on the nuclear geometry and,
unless otherwise stated, atomic units will be used throughout. unless otherwise stated, atomic units will be used throughout.