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Deep-Learning Approach for the Atomic Configuration Interaction Problem on Large Basis Sets.

Pavlo Bilous1,2, Adriana Pálffy2,3, Florian Marquardt1,4

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This study introduces a deep-learning method to efficiently solve the configuration interaction (CI) problem in atomic structure calculations. The novel approach uses a convolutional neural network to select relevant configurations, enabling accurate results for large, previously intractable problems.

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Area of Science:

  • Computational Physics
  • Quantum Chemistry
  • Artificial Intelligence

Background:

  • High-precision atomic structure calculations necessitate accurate modeling of electronic correlations.
  • The configuration interaction (CI) problem, crucial for this modeling, involves computationally expensive multiconfiguration wave function expansions.
  • Existing methods face scalability challenges, becoming infeasible even for supercomputers with increasing complexity.

Purpose of the Study:

  • To develop a deep-learning approach for preselecting relevant configurations in large CI basis sets.
  • To replace computationally intensive full CI calculations with a series of smaller, manageable computations.
  • To achieve targeted energy precision in atomic structure calculations efficiently.

Main Methods:

  • A deep-learning approach utilizing a convolutional neural network (CNN) was developed.
  • The CNN iteratively manages an expanding subset of the CI basis set, selecting the most relevant configurations.
  • This approach replaces dense neural network architectures, which were found to be unsuitable for quantum chemistry problems.

Main Results:

  • The CNN-based method successfully performs robust and accurate CI calculations.
  • The approach was benchmarked on moderate-sized basis sets, validating its accuracy against direct CI calculations.
  • The method demonstrated feasibility for prohibitively large CI basis sets where direct computation is impossible.

Conclusions:

  • Deep learning, specifically CNNs, offers a viable and efficient solution for the large-scale configuration interaction problem in atomic physics.
  • This novel method significantly enhances the feasibility of high-precision atomic structure calculations.
  • The approach paves the way for tackling more complex electronic correlation problems in computational chemistry and physics.