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This repo holds the code of the competition "Central Nervous System (CNS) drug development: drug screening and optimization".

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Central Nervous System (CNS) Drug Development: Drug Screening and Optimization

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This repo holds the code of the competition "Central Nervous System (CNS) drug development: drug screening and optimization" and serves as a semester project of "AI for Chemistry" (CH-457).

Quickstart

Requirements

  • Python 3.11
  • Conda environment (Recommended)
  • CUDA 12.1 (Recommended, for PyTorch)
git clone https://github.com/GardevoirX/CNS_drug_screening.git
cd CNS_drug_screening
pip install --upgrade pip
pip3 install --pre torch torchvision torchaudio --index-url https://download.pytorch.org/whl/nightly/cu121
pip install -r requirements.txt

Inference

python ./inference.py --data_file your_smiles.csv

Test

cd CNS_drug_screening
pytest

Train the model

python ./train.py

Introduction

The treatment of central nervous system (CNS) diseases is very tricky due to the existence of the blood-brain barrier (BBB). The BBB is a highly selective barrier between the circulatory system and the CNS, which protects the brain from harmful substances in the blood while also keeping the drugs against CNS diseases from the focus of infection. Near 98% of small molecular drugs and almost all macromolecular drugs cannot pass that barrier.

Quantitative structure-activity relationship (QSAR) is a model that relates a series of molecular properties (X, descriptors) to the activities of the molecular (Y, labels). Hansch and Fujita first proposed a linear model between molar concentrations, Hammett constants and the partition coefficients:

$$\log(1/C) = k_1 \pi + k_2 \sigma + k_3$$

where $\pi$ stands for the partition constant, $\sigma$ stands for the Hammett constant, and $k_1$, $k_2$ and $k_3$ are obtained via the least squares. (Hansch, 1962)

This model can be further generalized as:

$$Activity = f(property_1, propterty_2, ...) + error$$

the $f$ here can be either a linear model or a very complex neural network.

Dataset

The dataset is organized as:

SMILES Target
CC(=O)Nc1ccc(cc1)O 1
CC1OC1P(=O)(O)O 0
... ...

Here 1 stands for the CNS drugs and 0 stands for non-CNS drugs. There are a total of 701 data in the training set and 368 data in the test set. Below is the composition of the dataset: 453 non-CNS drugs and 247 CNS drugs.

pie

Methods

Descriptors

Descriptors are mainly calculated with the help of the descriptor module of RDKit. Here we use a total of 14 descriptors, which can be further categorized into 6 types

Type Descriptor # of features
Molecular characteristics MW, abs. net charge, abs. max./min. partial charge,
# of rotatable bonds, # of heavy atoms
6
Topological descriptors USR, USR-CAT, 2D autocorrelation 164
Quantum descriptor MQM 42
Electronegative descriptor PEOE 10
Partition coefficients VSA-logP 12
Topological fingerprints topological torsion, Morgan fingerprints 3072 (bits)

In the real training process, some features are found to have only one value. These features are later removed leading to a total of 2912 features in the final scope.

Results

Models

Models can be simple models provided by scikit-learn or complex models built by PyTorch.

Our final model is a perceptron with five hidden layers. The number of neurons in each layer is 3076, 2048, 1024, 512 and 128, respectively. Layers are all equipped with LayerNorm, ReLU activation function and dropout. The dropout rate varies, and is 0.8, 0.6, 0.4, 0.4, 0.4 for each layer. Below is a schematic figure of our model.

model

Our model finally achieved an F2 score of .838 in the online test provided by the Bohrium platform.

Performance of different models

Below is the performance of different models. Though the Bayesian regression performs the best in the validation set, it is far behind perceptrons in the test set, which might be explained by the stronger generalization ability led by the more complex model.

Model F2-score (validation) F2-score (test)
Logistic 0.747
Linear 0.679
Ridge 0.649
Lasso 0.676
ElasticNet 0.746
Bayesian 0.843 0.702
SGD 0.623
Kernel 0.731
SVC 0.000
KNN 0.675
KMeans 0.441
GMM 0.783
3-Layer perceptron 0.783 0.811
5-Layer perceptron 0.796 0.838

References

  1. https://bohrium.dp.tech/competitions/9169114995?tab=datasets (You can change the language in the menu hiding behind the up-right icon)
  2. https://www.rdkit.org/docs/index.html

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This repo holds the code of the competition "Central Nervous System (CNS) drug development: drug screening and optimization".

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