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Evaluates a new framework improving drug candidate selection in breast cancer, indicating better precision in treatment pathways.
Current generative artificial intelligence (AI) approaches in protein drug discovery exhibit high attrition rates during wet-lab transition. This failure stems primarily from an architectural defect: generating structural candidates in isolation without validating underlying biological mechanisms, target linkage, structural viability, and microenvironment delivery dynamics. Here, we present a Hypothesis-Gated Decision Framework that introduces Progressive Evidence Escalation to govern candidate advancement through four sequential quantitative checkpoints (Gates I–IV). Focusing on the oncogenic miR-615-3p / EPDR1 / p110α (PIK3CA) signaling axis in breast cancer, Gate I validated pathway reproducibility (100% directional concordance) and quantified target linkage sensitivity, prioritizing p110α kinase as the primary actionable driver (Sensitivity Index = 0.84). Gate II enforced rigorous structural confidence thresholding (pLDDT ≥ 85) across de novo candidates generated via RFdiffusion, ProteinMPNN, and AlphaFold, yielding a significantly superior structural profile (mean pLDDT = 91.5) compared to traditional unconstrained AI pipelines (mean pLDDT = 83.0). Gate III modeled compartmental transport and pH-responsive nanoparticle release dynamics, demonstrating sustained drug retention within the therapeutic window (40%–90% concentration) under tumor microenvironment (TME) acidosis (pH 6.5). Finally, Gate IV implemented an artificial neural network (ANN) achieving 94.2% classification accuracy across TME phenotypes (Immune-Hot, Immune-Cold, Immune-Excluded), with SHAP interpretability identifying miR-615-3p and EPDR1 as primary phenotypic determinants. By treating biological and physical uncertainty as explicit decision variables, our framework prevents capital waste on unviable candidates and provides a highly reproducible, interpretable computational paradigm for precision oncology.
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Nour Al-Hoda Saad Ahmed (2026) studied this question.
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