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Saturday, November 26, 2022 8:38:04 PM
It’s conditional probability that gets calculated from the first interval all the way through to the 5yr point.
not as simple as taking the number at risk at 5 years Divided by 232. You take the chance of surviving 4 years and multiply it by the probability of making it to five years if you already made it 4 years.
Looking at the treatment arm KM curve, I see 4 downward movements of the line between yr 4 and 5. Since the number at risk changes from 35 to 25 during this period, we can say 4 died and 6 were LTFU during. Under KN calculations, LTFU Numbers are normalized over that period to get the average number at risk during that period. This is often done By dividing the # LTFU in half. So the average number at risk in that period is 35 minus half of 6, which is 35 - 3 = 32. So with 4 deaths, we get 32 - 4 = 28 alive of 32 adjusted at risk. 28 / 32 = .875.
The final answer is .875 * the 4 yr survival estimate which is 15.7%. Of course this 15.7% is calculated in a similar way based on the 3 year survival probability, but i’ll take it as a given for this example.
So finally we have .875 x .157 = 13.7%
Obviously my calculation is slightly off (perhaps my LTFU adjustments or assumptions are off) since JAMA reports 13.0, but that’s the general idea.
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