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-**Description**: The method to solve the Casida equation $AX=\Omega X$ in LR-TDDFT under Tamm-Dancoff approximation (TDA), where $A_{ai,bj}=(\epsilon_a-\epsilon_i)\delta_{ij}\delta_{ab}+(ai|f_{Hxc}|bj)+\alpha_{EX}(ab|ij)$ is the particle-hole excitation matrix and $X$ is the transition amplitude.
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-`dav`: Construct $AX$ and diagonalize the Hamiltonian matrix iteratively with Davidson algorithm.
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-`dav`/`dav_subspace`/ `cg`: Construct $AX$ and diagonalize the Hamiltonian matrix iteratively with Davidson/Non-ortho-Davidson/CG algorithm.
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-`lapack`: Construct the full $A$ matrix and directly diagonalize with LAPACK.
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-`spectrum`: Calculate absorption spectrum only without solving Casida equation. The `OUT.${suffix}/` directory should contain the
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files for LR-TDDFT eigenstates and eigenvalues, i.e. `Excitation_Energy.dat` and `Excitation_Amplitude_${processor_rank}.dat`
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