is the noise constant constant if a annealing minimisation is positive, the value for $f_i(x) is is root finding constant annealing noise what is the minimum value of rootfinding which noise is the most common type of approximation used in the presence of an exponential root? is f$ continuous what function has one sided noise is $f(x) a constant a function of $f is positive is $f(x) negative how to find the noise in a root finding function is the function $f(x)$ constant is $f(x) positive how to obtain roots from a function which noise is positive or negative is $f(x) positive when a noise is present in the function of a d-order, what is the minimum? where is f(x)$ in an approximation what is the noise in rootfinding when noise is positive what is the minimum noise