Combination Penna Model
Cross-source consensus on Combination Penna Model from 1 sources and 6 claims.
1 sources · 6 claims
How it works
Comparisons
Evidence quality
Where it comes from
Highlighted claims
- Each individual in the combination model is characterized by a probabilistic senescence time and an instantaneous Penna mutation time. — Cellular senescence in the Penna model of aging
- The model requires the probabilistic senescence time to be less than or equal to the instantaneous Penna mutation time. — Cellular senescence in the Penna model of aging
- The combination Penna model combines instantaneous Penna-style death with probabilistic senescence-related death. — Cellular senescence in the Penna model of aging
- The combination model is motivated by non-senescence diseases such as genetically influenced heart disease or stroke. — Cellular senescence in the Penna model of aging
- In steady state, the combination model assumes l = 0 for all individuals. — Cellular senescence in the Penna model of aging
- The combination model is more sensitive to p than the pure senescent Penna model. — Cellular senescence in the Penna model of aging