You will have the exact same issue with the fixed-point presented in the article than with floating-point: they shouldn't be used for financial transactions bec

You will have the exact same issue with the fixed-point presented in the article than with floating-point: they shouldn't be used for financial transactions because they are in base 2 so they can not accurately represent decimal fractions. There are cases where fixed-point is preferred over floating-point, such as implementing an iDFT (or in general in algorithms when the dynamic of the numbers you manipulate is fixed and you need very precise control over the rounding errors). But the article state: "Problem: I want to do arithmetic with fractional resolution but I can't afford the CPU cycles to use floating point." which isn't true for modern hardware. The rest of the article is still very interesting, but this is just a bad start.