- #1
swampwiz
- 571
- 83
I was reading an article about Amazon's growth hitting an "inflection point" where basically the function changed from going more or less linearly (i.e., power = 1) to a more parabolic (i.e., power > 1). It seems to me that this term is being misused since an inflection point really describes the point at which a function changes its concavity from down to up (or vice-versa). Ironically, an inflection point is precisely when the function is going linear (i.e., has a curvature of 0).