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@@ -672,4 +672,20 @@ Energy extrapolation:
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Starting from *M=500*, use the largest discarded weights and associated sweep energies in the last sweep iteration of each *M* to make linear regression (see the figure above). The extrapolated DMRG sweep energy is -75.728557 a.u.
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Further Reading
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===============
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Some practical questions are often asked such as,
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* what sort of molecules can the DMRG be practically applied to?
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* what sort of accuracies can be obtained and at what cost? What are the typical sizes of systems (e.g. number
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of active orbitals) that can be treated with practical computational resources?
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* how do we reason about the accuracy of DMRG calculations for dirent molecules?
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* how is a DMRG calculation best specified (e.g. in terms of starting orbitals and their order)?
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We provide answers in the following paper from both theoretical reasoning and numerical calculation by applying the DMRG
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to a representative set of molecules.
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The calculations we describe therein are all run in a completely black-box fashion using the default settings of our ``Block`` code.
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* R. Olivares-Amaya, W. Hu, N. Nakatani, S. Sharma, J. Yang and G. K.-L. Chan, J. Chem. Phys. 142, 034102 (2015).
SweepGenblock::do_one(sweepParams, false, !direction, false, 0, dmrginp.specificpdm()[0], dmrginp.specificpdm()[1]); //this will generate the cd operators
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