You can probably calculate the value of P_n(x) using the equation: P_n(x) = (2 -...

		scythe 7 months ago \| parent \| context \| favorite \| on: Are polynomial features the root of all evil? (202... You can probably calculate the value of P_n(x) using the equation: P_n(x) = (2 - 1/n) x P_{n-1}(x) - (1 - 1/n) P_{n-2}(x) This is numerically stable if x is in [0,1], but I haven't validated that you can get to very high n using floating point.