Benchmarking Quantum Chemistry Computations with Variational, Imaginary Time Evolution, and Krylov Space Solver Algorithms
K\"ubra Yeter-Aydeniz, Bryan T. Gard, Jacek Jakowski, Swarnadeep, Majumder, George S. Barron, George Siopsis, Travis Humble, and Raphael C., Pooser

TL;DR
This paper benchmarks quantum chemistry computations on NISQ devices, comparing variational, imaginary time evolution, and Krylov algorithms, demonstrating improved accuracy and error mitigation techniques for molecular electronic structure calculations.
Contribution
It introduces new symmetry-preserving Ansätze, compares variational and imaginary time methods, and presents a novel error mitigation technique for quantum chemistry on NISQ devices.
Findings
Achieved routine chemical accuracy for simple molecules.
Extended variational eigensolvers with symmetry-preserving Ansätze.
Developed a systematic error cancellation method using hidden inverse gates.
Abstract
The rapid progress of noisy intermediate-scale quantum (NISQ) computing underscores the need to test and evaluate new devices and applications. Quantum chemistry is a key application area for these devices, and therefore serves as an important benchmark for current and future quantum computer performance. Previous benchmarks in this field have focused on variational methods for computing ground and excited states of various molecules, including a benchmarking suite focused on performance of computing ground states for alkali-hydrides under an array of error mitigation methods. Here, we outline state of the art methods to reach chemical accuracy in hybrid quantum-classical electronic structure calculations of alkali hydride molecules on NISQ devices from IBM. We demonstrate how to extend the reach of variational eigensolvers with new symmetry preserving Ans\"atze. Next, we outline how to…
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