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The electron density: a fidelity witness for quantum computation
Mårten Skogh1,2, Werner Dobrautz1, Phalgun Lolur1
1Department of Chemistry and Chemical Engineering, Chalmers University of Technology Gothenburg Sweden martin.rahm@chalmers.se.
Chemical Science
|February 9, 2024
Summary
Electron density can validate quantum chemistry predictions when quantum computers outperform classical ones. High-quality electron densities from experiments will be crucial for verifying these advanced quantum computations.
Area of Science:
- Quantum computing
- Computational chemistry
- Materials science
Background:
- Quantum computing is emerging as a powerful tool for simulating molecules and materials.
- Currently, no quantum advantage exists over classical computations for these tasks.
- Verifying predictions from future quantum computations will require new validation strategies.
Purpose of the Study:
- To propose electron density as a robust benchmark for validating quantum chemistry calculations.
- To explore the use of quantum computation in analyzing topological features of electron densities.
- To investigate methods for mitigating noise-driven errors in electron density distributions.
Main Methods:
- Utilizing quantum computation to explore topological features of electron densities.
- Examining the impact of constraining and symmetrizing one-particle reduced density matrices.
- Analyzing noise-driven errors in electron density distributions.
Main Results:
- Electron density can serve as a reliable benchmark for quantum computation accuracy.
- Initial exploration demonstrates the feasibility of using quantum computation for topological analysis of electron densities.
- Constraining and symmetrizing density matrices can help manage noise-induced errors.
Conclusions:
- Electron density provides a viable method for validating quantum chemistry predictions.
- Quantum computation can aid in the analysis of electron density topological features.
- High-quality experimental electron densities are essential for validating future quantum computations of materials.
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