@guenole-dc
Ratio = F(n) / Avg.
CRF(n) = Min( Max(1 / (Ratio + 0.2) - 0.5, 0), 2) where n is the current node.
CRF(n) = 0 when Ratio = 1.8 or 80% more than the average.
At the average (Ratio = 1) the reward is 1/3rd of a unit.
Could you explain the math logic, give the standard CF range of values for nodes ? (please take a photo of some math formula with whatever distribution graph with excluded outlier threshold if that is the intent because a lot more readable for me than code if possible)
@guenole-dc Ratio = F(n) / Avg. CRF(n) = Min( Max(1 / (Ratio + 0.2) - 0.5, 0), 2) where n is the current node. CRF(n) = 0 when Ratio = 1.8 or 80% more than the average. At the average (Ratio = 1) the reward is 1/3rd of a unit.
Could you explain the math logic, give the standard CF range of values for nodes ? (please take a photo of some math formula with whatever distribution graph with excluded outlier threshold if that is the intent because a lot more readable for me than code if possible)
Simulating it.