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📄 Abstract
Abstract: Molecular discovery has brought great benefits to the chemical industry.
Various molecule design techniques are developed to identify molecules with
desirable properties. Traditional optimization methods, such as genetic
algorithms, continue to achieve state-of-the-art results across multiple
molecular design benchmarks. However, these techniques rely solely on random
walk exploration, which hinders both the quality of the final solution and the
convergence speed. To address this limitation, we propose a novel approach
called Gradient Genetic Algorithm (Gradient GA), which incorporates gradient
information from the objective function into genetic algorithms. Instead of
random exploration, each proposed sample iteratively progresses toward an
optimal solution by following the gradient direction. We achieve this by
designing a differentiable objective function parameterized by a neural network
and utilizing the Discrete Langevin Proposal to enable gradient guidance in
discrete molecular spaces. Experimental results demonstrate that our method
significantly improves both convergence speed and solution quality,
outperforming cutting-edge techniques. For example, it achieves up to a 25%
improvement in the top-10 score over the vanilla genetic algorithm. The code is
publicly available at https://github.com/debadyuti23/GradientGA.
Key Contributions
The paper proposes Gradient GA, a novel approach that enhances traditional genetic algorithms for molecular design by incorporating gradient information from the objective function. This allows for guided exploration towards optimal solutions, improving both the quality of the final molecule and the speed of convergence compared to purely random exploration methods.
Business Value
Accelerates the discovery of new drugs and materials with desired properties, potentially reducing R&D costs and time-to-market for pharmaceutical and chemical companies.