10/27/2015, 01:27 PM

Not sure if its a good idea.

I have not considered it much.

I call it the egyptian method

Min(a) + min(b) =< min(a+b)

And

1/x = 1/(x+1) + 1/(x^2 + x).

So instead of min( f(x)/x^n )

Try min ( f(x) / (x^n + 1) ) + min ( f(x) / (x^2n + x^n) ).

Regards

Tommy1729

I have not considered it much.

I call it the egyptian method

Min(a) + min(b) =< min(a+b)

And

1/x = 1/(x+1) + 1/(x^2 + x).

So instead of min( f(x)/x^n )

Try min ( f(x) / (x^n + 1) ) + min ( f(x) / (x^2n + x^n) ).

Regards

Tommy1729