Replicative Lifespan
Cross-source consensus on Replicative Lifespan from 1 sources and 5 claims.
1 sources · 5 claims
How it works
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Highlighted claims
- Replicative lifespan is defined as the total number of divisions before senescence. — A multitype Galton-Watson model for rejuvenating cells
- Expected replicative lifespan decreases as current biological age increases. — A multitype Galton-Watson model for rejuvenating cells
- Expected replicative lifespan decreases with retention probability and harmful-protein inflow but increases with the division-rate parameter. — A multitype Galton-Watson model for rejuvenating cells
- The expected replicative lifespan satisfies a Markov recursion based on division probability and non-senescent transitions. — A multitype Galton-Watson model for rejuvenating cells
- For n = 100, m = 15, p = 0.5, and alpha = 2, expected replicative lifespan is usually about 100 to 150 divisions. — A multitype Galton-Watson model for rejuvenating cells