Theory and Modern Applications
Exact-roots | \(f_{1}(x)=x^{4}-ix^{2}+1\) | \(f_{2}(x)=(1+2i)x^{5}+1-2i\) | \(f_{3}(x)=x^{6}-ix^{3}+1\) |
---|---|---|---|
1 | −8.9945 − 8.9945i | −9.0353 + 4.2852i | −1.0167 + 0.5870i |
2 | −8.9945 + 8.9945i | −6.8676 − 7.2689i | 0 − 1.1740i |
3 | −5.5589 + 5.5589i | 1.2835 + 9.9173i | 1.0167 + 0.5870i |
4 | 5.5589 − 5589i | 4.7909 − 8.7776i | −0.7377 − 0.4259i |
5 | – | 9.8285 + 1.844i | 0 + 0.8518i |
6 | – | – | 0.7377 − 0.4259i |