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Can AI Unlock the Secrets of Complex Biological Systems?

Researchers explore the intersection of machine learning and biology to tackle long-standing challenges

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By Emergent Science Desk

Tuesday, February 24, 2026

Can AI Unlock the Secrets of Complex Biological Systems?

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Researchers explore the intersection of machine learning and biology to tackle long-standing challenges

The intersection of artificial intelligence (AI) and biology has been a fertile ground for innovation in recent years. Researchers have been exploring the potential of machine learning to tackle long-standing challenges in biology, from simulating complex systems to analyzing high-throughput data. Five recent studies have made significant contributions to this field, demonstrating the power of AI in unlocking the secrets of complex biological systems.

One of the key challenges in biology is simulating stochastic processes, which are inherent in many biological systems. Traditional methods, such as the Gillespie algorithm, are limited by their inability to handle large systems and their reliance on discrete event selection. To address this, researchers have developed a new approach that combines exact stochastic simulation with deep-learning-scale gradient optimization (Source 1). This method enables accurate optimization of large systems, achieving accuracy and scalability beyond existing simulators.

Another area where AI is making a significant impact is in the field of pharmacokinetic modeling. Physiologically Based Pharmacokinetic (PBPK) modeling is a crucial tool in drug development, but it is often hindered by high computational costs and difficulty in parameter identification. A new framework proposed by researchers combines mechanistic rigor with data-driven flexibility, using a unified Scientific Machine Learning (SciML) approach (Source 2). This framework enables the simulation of large-scale systems and the identification of complex biological parameters.

Single-molecule localization microscopy (SMLM) is a powerful tool for studying biological systems at the molecular level. However, interpreting the data generated by SMLM techniques, such as MINFLUX, can be challenging due to variable emitter density, incomplete bio-labeling, and error-prone measurement processes. Researchers have developed a statistically grounded, end-to-end analysis framework that leverages Bayesian and spatial statistical methods to overcome these challenges (Source 3).

Hierarchical Bayesian models are widely used in biology to model complex systems, but they can be difficult to simulate and process. A new approach, compositional amortized inference, has been developed to extend amortized Bayesian inference (ABI) to hierarchical models (Source 4). This method enables the simulation of large-scale datasets and has been demonstrated to achieve competitive performance to direct ABI baselines.

Finally, researchers have used AI to study the sensing limits of bacterial chemotactic sensors, which convert noisy chemical signals into running and tumbling behaviors (Source 5). By analyzing the static sensing limits of mixed Tar/Tsr chemoreceptor clusters in individual Escherichia coli cells, researchers have demonstrated that channel capacity and dynamic range may be selected for at the individual-cell level.

These studies demonstrate the power of AI in unlocking the secrets of complex biological systems. By leveraging machine learning and simulation techniques, researchers can gain new insights into the behavior of biological systems, from the molecular to the organismal level. As these technologies continue to evolve, we can expect to see significant advances in our understanding of biology and our ability to model and simulate complex systems.

References:

  1. Exact Discrete Stochastic Simulation with Deep-Learning-Scale Gradient Optimization. arXiv:2602.19775v1
  2. Physiologically Informed Deep Learning: A Multi-Scale Framework for Next-Generation PBPK Modeling. arXiv:2602.18472v1
  3. Statistical methods for reference-free single-molecule localisation microscopy. arXiv:2602.18727v1
  4. Compositional amortized inference for large-scale hierarchical Bayesian models. arXiv:2505.14429v4
  5. Apparent Selection Pressure for Dynamic Range and Channel Capacity in Bacterial Chemotactic Sensors. arXiv:2601.02446v3

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