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DeepErwin is a python 3.8+ package that implements and optimizes JAX 2.x wave function models for numerical solutions to the multi-electron Schrödinger equation. DeepErwin supports weight-sharing when optimizing wave functions for multiple nuclear geometries and the usage of pre-trained neural network weights to accelerate optimization.

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mdsunivie/deeperwin

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DeepErwin

DeepErwin is python package that implements and optimizes wave function models for numerical solutions to the multi-electron Schrödinger equation.

DeepErwin is based on JAX and supports:

  • Optimizing a wavefunction for a single nuclear geometry
  • Optimizing wavefunctions for multiple nuclear geometries at once, while sharing neural network weights across these wavefunctions to speed-up optimization
  • Using pre-trained weights of a network to speed-up optimization for entirely new wavefunctions
  • Using second-order optimizers such as KFAC

A detailed description of our method and the corresponding results can be found in our publications:

Solving the electronic Schrödinger equation for multiple nuclear geometries with weight-sharing deep neural networks
Scherbela, M., Reisenhofer, R., Gerard, L. et al. Published in: Nat Comput Sci 2, 331–341 (2022).
Code version: arxiv_2105.08351v2

Gold-standard solutions to the Schrödinger equation using deep learning: How much physics do we need?
Gerard, L., Scherbela, M., et al. Published in: Advances in Neural Information Processing Systems (2022).
Code version: arxiv_2205.09438v2

Towards a Foundation Model for Neural Network Wavefunctions
Scherbela, M., Gerard, L., and Grohs., P.

Variational Monte Carlo on a Budget — Fine-tuning pre-trained Neural Wavefunctions
Scherbela, M., Gerard, L., and Grohs., P.

Please cite the respective publication when using our codebase.

On figshare we store checkpoints for:

  1. A pre-trained PhisNet reimplementation to generate orbital descriptors for a neural wavefunction.
  2. A pre-trained neural wavefunction on a dataset of 18 compounds with Hartree-Fock orbital descriptors.
  3. A pre-trained neural wavefunction on a dataset of 98 compounds with PhisNet orbital descriptors.

Quick overview

Installation

DeepErwin is a python3 package and has been tested on Linux and macOS. To get the most up-to-date version of the code, we recommend to checkout our repository from github: https://github.com/mdsunivie/deeperwin

To install deeperwin and all its dependencies after you cloned our codebase:

    pip install -e .

To install the kfac fork we are using:

    git checkout master
    git pull origin master
    git submodule init
    git submodule update
    cd kfac_jax
    pip install -e .

This will install the repository "in-place", so you can make changes to the source code without having to reinstall the package. If you need CUDA support to run the JAX code on GPUs (recommended), additionally install the prepackaged jax[cuda] wheel:

    pip install --upgrade jax==0.3.24 jaxlib==0.3.24+cuda11.cudnn82 -f https://storage.googleapis.com/jax-releases/jax_cuda_releases.html

Other known issues:

  • Pin tensorflow-prob == 0.19.0
  • Pin e3nn-jax == 0.17.1

Running a simple calculation

To run a DeepErwin calculation, all configuration options must be specified in a YAML file, typically named config.yml. For all options that are not specified explicitly, sensible default values will be used. The default values are defined in :~deeperwin.configuration: and a full_config.yml will also be created for each calculation listing the full configuration.

The absolute minimum that must be specified in a config-file is the physical system that one is interested in, i.e. the positions and charges of the nuclei.

    physical:
        R: [[0,0,0], [3.0,0,0]]
        Z: [3, 1]

By default, DeepErwin assumes a neutral, closed shell calculation, i.e. the number of electrons equals the total charge of all nuclei, and the number of spin-up electrons is equal to the number of spin-down electrons. For a system with an uneven number of electrons, it is assumed that there is one extra spin-up electron. To calculate charged or spin-polarized systems, simply state the total number of electrons and the total number of spin-up electrons, e.g.

    physical:
        R: [[0,0,0], [3.0,0,0]]
        Z: [3, 1]
        n_electrons: 4
        n_up: 2

Additionally, you might want to specifiy settings for the CASSCF-baseline model: The number of active electrons and active orbitals.

    physical:
        R: [[0,0,0], [3.0,0,0]]
        Z: [3, 1]
        n_electrons: 4
        n_up: 2
        n_cas_electrons: 2
        n_cas_orbitals: 4

For several small molecules (e.g. H2, LiH, Ethene, first and second row elements) we have predefined their geometries and spin-settings. Instead of setting all these parameters manually, you can just specify them using the tag :code:physical: name:

    physical:
        name: LiH

You can also partially overwrite settings, e.g. to calculate a modified geometry of a molecule. For example to calculate a streteched LiH molecule with a bond-length of 3.5 bohr use this configuration:

    physical:
        name: LiH
        R: [[0,0,0],[3.5,0,0]]

To run an actual calculation, run the python package as an executable:

    deeperwin run config.yml

This will combine your supplied configuration with default values for all other settings and dump it as full_config.yml. It will then run a calculation in the current directory, writing its output to the standard output and logfile.

You can also set-up factorial sweeps of config-options, by using deeperwin setup with the -p flag. The following call will set-up 12 subdirectories (4 molecules x 3 learning-rates) and start calculations for all of them. If you run this on a SLURM-cluster, the jobs will not be executed directly, but instead SLURM-jobs will be submitted for parallel computation.

    deeperwin setup -p experiment_name my_sweep -p physical.name B C N O -p optimization.optimizer.learning_rate 1e-3 2e-3 5e-3 -i config.yml

The code runs best on a GPU, but will in principle also work on a CPU. It will generate several output files, in particular containing:

  • GPU.out containing a detailed debug log of all steps of the calculation
  • full_config.yml containing all configuration options used for this calculation: Your provided options, as well as all default options. Take a look at this file to see all the available config options for DeepErwin
  • checkpoint files containing a compressed, pickled representation of all data (including history and model weights)

Major configuration options

To see a structure of all possible configuration options, take a look at the class deeperwin.configuration.Configuration which contains a full tree of all possible config options. Alternatively you can see the full configuration tree when looking at the full_config.yml file that is being generated at every run.

Optimization using weight-sharing

When calculating wavefunctions for multiple related wavefunctions (e.g. for different geometries of the same molecule or even of different molecules), the naive approach would be to conduct independent wavefuntion optimiziations for each run. Another approach with a potential speed-up and a generalized wavefunction across compounds is to use the so called TAOs (transferable atomic orbitals), see also arxiv publication_.

Therefore you need to specify multiple geometries in the physical config, choose the shared optimization flag and use in the model settings TAOs:

    physical:
        name: LiH
        changes:
          - R: [[0,0,0],[3.0,0,0]]
            comment: "Equilibrium bond length"
          - R: [[0,0,0],[2.8,0,0]]
            comment: "Compressed molecule"
          - R: [[0,0,0],[3.2,0,0]]
            comment: "Stretched molecule"
    optimization:
        shared_optimization:
            use: True

    model:
      orbitals:
        generalized_atomic_orbitals:
          atom_types: [1, 6, 7, 8]
          basis_set: "STO-6G"
          envelope_width: 128
          backflow_width: 256
          orb_feature_gnn:
            n_iterations: 2
          phisnet_model:

A complete config can be found in the folder sample_configs/pre_trained_basemodel/config_bm_hfcoeff.yml. Here, a wavefunction is optimized across 18 compounds with in total 360 geometries using Hartree Fock orbital descriptors as explained in our arxiv publication. Pre-trained neural network weights (and the corresponding checkpoint) can be found at https://doi.org/10.6084/m9.figshare.23585358.v1. For an example to reuse pre-trained model weights see also sample_configs/finetuning/config_reuse_from_basemodel_template.yml and the corresponding setup_finetuning_exp.py file.

Datasets and Geometries

To handle large pre-training molecule datasets for the base model (as in https://arxiv.org/abs/2303.09949) we have a geometry database. It stores geometries of various molecules and groups them in datasets (cf. folder: datasets/db/datasets.json or datasets/db/geometries.json). Each geometry has a unique hash and each dataset has a unique name. Instead of defining molecules by name one can also use:

    physical: eeed25f9e4dc8b8b44c0b8245cf1210c

or for a whole group of molecules:

    physical: TinyMol_CNO_rot_dist_train_42compounds_10geoms_no_overlap_qm7

This can be useful when pre-training a wavefunction across hundreds of geometries of various compounds, preventing the need to define each geometry manually in a yaml file as it was done in the section "Optimization using weight-sharing". We have gathered additional example configs in the folder sample_configs.

About

DeepErwin is a collaborative effort of Michael Scherbela, Leon Gerard, Rafael Reisenhofer, Philipp Marquetand, and Philipp Grohs.
The code was written by Michael Scherbela, Leon Gerard, and Rafael Reisenhofer.
If you have any questions, freel free to reach out via e-mail.

About

DeepErwin is a python 3.8+ package that implements and optimizes JAX 2.x wave function models for numerical solutions to the multi-electron Schrödinger equation. DeepErwin supports weight-sharing when optimizing wave functions for multiple nuclear geometries and the usage of pre-trained neural network weights to accelerate optimization.

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