Third-order many-body expansion of OSV-MP2 wavefunction for low-order scaling analytical gradient computation
Qiujiang Liang, Jun Yang

TL;DR
This paper introduces a third-order many-body expansion method for OSV-MP2 wavefunctions that improves efficiency and scalability in computing analytical energy gradients, enabling detailed molecular analysis.
Contribution
The work develops a third-order MBE(3) formulation for OSV-MP2 that incorporates orbital-specific clustering, long-range termination, and parallel computing strategies, enhancing efficiency and accuracy.
Findings
Achieves linear and quadratic scaling in amplitude and gradient computations.
Maintains accuracy comparable to original OSV-MP2 results.
Demonstrates applications in distinguishing molecular structures and vibrational signatures.
Abstract
We present a many-body expansion (MBE) formulation and implementation for efficient computation of analytical energy gradients from OSV-MP2 theory based on our earlier work (Zhou et al. J. Chem. Theory Comput. 2020, 16, 196-210). The third-order MBE(3) expansion of OSV-MP2 wavefunction was developed to adopt the orbital-specific clustering and long-range termination schemes, which avoids term-by-term differentiations of the MBE energy bodies. We achieve better efficiency by exploiting the algorithmic sparsity that allows to prune out insignificant fitting integrals and OSV relaxations. With these approximations, the present implementation is benchmarked on a range of molecules that show an economic scaling in the linear and quadratic regimes for computing MBE(3)-OSV-MP2 amplitude and gradient equations, respectively, and yields normal accuracy comparable to the original OSV-MP2 results.…
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