algorithm for variable-lifetime maximal power curve derivation
The traditional problem with maximal power curves is they may contain rides so old that the power generated in those rides has little relevance to the present. So it's useful to truncate the data: to set an age limit for points used. But there may be a considerable data set to process for this purpose. Calculating a maximal power curve from scratch makes little sense. When calculating a curve from an entire data set, you start at the oldest activity, calculate the maximal powers for each duration for that set, then that's it. For each additional activity you compare the average power for each duration, extending the existing maximal power curve to longer durations if needed (constant work), then adding in points from the newert activity (extending that if needed). But with an adjustable age limit, it gets more complicated. Instead I need to retain, for each duration, all points which are the maximum power for their age or less. These numbers can be saved, for example, as a