The ggm's intro from jaechanglim

ggm's Introduction

Scaffold-based molecular design with a graph generative model

by Jaechang Lim, Sang-Yeon Hwang, Seokhyun Moon, Seungsu Kim and Woo Youn Kim, Chem. Sci. 2020, Advance Article, arXiv:1905.13639.

See this branch for the semi-supervised version (Section 3.6).

Required libraries

PyTorch
RDKit
OpenBabel (or an executable babel)
NumPy
Matplotlib (optional)

Training command example

Target properties = MW, logP, SAS

python -u vaetrain.py \
    --ncpus 16 \
    --save_dir mw-logp-sas-0.1 \
    --smiles_path data/id_smiles.txt \
    --data_paths data/mw/data_normalized.txt data/logp/data_normalized.txt data/sas/data_normalized.txt \
    --beta1 0.1 1> train.out 2> train.err

For unconditional training, omit --data_paths.

Content of train.out after input information would be like this:

epoch   cyc     totcyc  loss    loss1   loss2   loss3   time
0       0       0       26.472  26.154  0.084   0.234   51.823

1       0       229     3.454   2.821   0.455   0.178   51.861

2       0       458     2.622   2.071   0.413   0.138   51.802

...

16      0       3664    1.308   0.878   0.307   0.123   51.433

17      0       3893    1.258   0.847   0.301   0.111   50.898

Generation command example

Target properties = MW, logP, SAS

Target values = 310, 3, 4

Scaffold values = 310.1, 3.2, 2.07

Scaffold = "O=C(CSc1nnc(-c2ccccc2)[nH]1)Nc1ccccc1"

python sample.py \
    --ncpus 16 \
    --save_fpath "mw-logp-sas-0.1/save_10_10.pt" \
    --output_filename "mw-logp-sas-0.1/4S00001_310_3_4.txt" \
    --item_per_cycle 100 \
    --scaffold "O=C(CSc1nnc(-c2ccccc2)[nH]1)Nc1ccccc1" \
    --scaffold_properties 310.1 3.2 2.07 \
    --target_properties 310 3 4 \
    --minimum_values 200 0 0 \
    --maximum_values 550 8 5 \
    --stochastic

For sampling using an unconditioned model, omit --target_properties, --scaffold_properties, --minimum_values and --maximum_values.

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