{"paper_id":"2af39814-59fb-4ff5-9792-6baa1d68f4d9","body_text":"Simulation dataset for the T equation: modeling endometriosis progression\nAuthors/Creators\nDescription\nThis dataset contains the complete simulation data underlying the research article JTB-D-26-01357 (Mathematical Modeling of Endometriosis Pathophysiology: Evaluating Endocrine Signaling, Receptor Dynamics, and Ectopic Cell Proliferation) submitted to Journal of Theoretical Biology.\nThe dataset was generated using the T equation E(tau) = S * exp(0.05 * G * S * tau) where S = sigma_X*J + sigma_alpha*beta.\nParameter values: S0=1.0 untreated baseline, residual S=0.813 (elagolix 150 mg QD) and S=0.575 (200 mg BID), G=1.0 sporadic and G=3.52 high-susceptibility, threshold Sth=0.40, mu=0.02.\nKey results at 30 months: untreated G=1.0 E=4.48, S=0.813 E=2.75, S=0.575 E=1.36, untreated G=3.52 E=196, treated G=3.52 S=0.575 E=12.0. Ratio untreated/treated = 3.29.\nThe file TEquationRawAllData.PDF includes all raw trajectories and summary values that reproduce Figures 1-4 of the related article. Data are normalized dimensionless; absolute lesion volumes recoverable by patient-specific scale factor.\nRelated article: JTB-D-26-01357\nFiles\nT_equation_Summary.PDF\nFiles\n(34.7 kB)\n| Name | Size | Download all |\n|---|---|---|\n|\nmd5:b54e6da12cd58524727f7d2fd90f9b07\n|\n17.6 kB | Preview Download |\n|\nmd5:8514566063e9c219285cf1b7804633df\n|\n17.0 kB | Preview Download |\nAdditional details\nSoftware\n- Development Status\n- Active","source_license":"CC0","license_restricted":false}