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How to Compare Two Kaplan-Meier Curves: Understanding the Log-Rank Test Visually different Kaplan-Meier curves aren't enough for a research paper. In this video, we master the Log-Rank test to determine if your survival data is statistically significant. 📉 Welcome back to Learn Free Search with Maria! After you've "cracked" the Kaplan-Meier curve, the next logical question is: "Is the difference between these groups real, or just due to chance?" In this tutorial, specifically designed for clinical investigators and research students, we dive deep into the most common way to compare survival distributions. We move beyond the "eye test" and look at the actual statistical engine behind your p-values. What we cover in this video: The Clinical Problem: Why looking at the gap between curves isn't enough. Non-Parametric Testing: Why the Log-Rank test is the gold standard for censored data. The Math Simplified: Understanding "Observed vs. Expected" events without the complex calculus. The Proportional Hazards Assumption: The #1 rule you must check before reporting your results. Crossing Curves: What to do when your Kaplan-Meier plots intersect (and why the Log-Rank test fails here). This is Module 3 of our "Survival Analysis in Research" series. If you missed the introduction or the Kaplan-Meier deep dive, check out the playlist linked below! 🎓 Join the Community: Subscribe to Learn Free Search with Maria for more simplified biostatistics. 📂 Full Playlist: [Survival Analysis Guide] 💬 Research Tip: Always look for the Log-Rank p-value in the bottom corner of KM plots in clinical journals! #LogRankTest #SurvivalAnalysis #Biostatistics #ClinicalTrials #MedicalResearch #KaplanMeier #StatisticsTutorial #MariaLearnFreeSearch