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Selected configuration interaction dressed by perturbation
Yann Garniron1, Anthony Scemama1, Emmanuel Giner2
1Laboratoire de Chimie et Physique Quantiques, Université de Toulouse, CNRS, UPS, Toulouse, France.
New selected configuration interaction (sCI) methods offer near full configuration interaction (FCI) energies using fewer determinants. These advanced computational chemistry techniques, including state-specific and multi-state approaches, improve efficiency for complex electronic structure calculations.
Area of Science:
- Computational chemistry
- Quantum chemistry
- Electronic structure theory
Background:
- Selected configuration interaction (sCI) methods approximate full configuration interaction (FCI) energies.
- These methods use a small fraction of the FCI determinant space for efficiency.
- Perturbative corrections enhance the accuracy of sCI energy calculations.
Purpose of the Study:
- Introduce novel state-specific and multi-state sCI methods.
- Develop methods based on the iterative perturbative selection (CIPSI) algorithm.
- Address computational bottlenecks in large-scale electronic structure problems.
Main Methods:
- Utilize the configuration interaction using a perturbative selection made iteratively (CIPSI) algorithm.
- Construct an effective Hamiltonian by revising the reference space.
- Employ the shifted-Bk philosophy for Hamiltonian construction.
- Implement a low-rank factorization of the dressing matrix for the multi-state approach.
Main Results:
- Demonstrate near FCI quality energies with sCI methods.
- Successfully developed and applied state-specific and multi-state sCI algorithms.
- The multi-state algorithm overcomes storage limitations of the effective Hamiltonian.
- Illustrative examples validate the performance of the new methods.
Conclusions:
- The new sCI methods provide accurate energies with reduced computational cost.
- The multi-state approach effectively handles storage challenges in large CI spaces.
- These advancements offer efficient solutions for complex quantum chemistry problems.
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