algorithm to find a polynomial $f(x)$ s.t
(1) $degree(f(x))<9$
(2) Integer coefficients
(3) Absolute value of coefficients $< 10^5$
(4) f(39.770525) =~ 0 about to be <<10^-10
I heard that it is similar to coppersmith algorithm, but I can't find why
2026-03-27 13:40:08.1774618808
Find a polynomial of degree $8$ with integer coefficients with given root
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