Find a set of polynomials whose common zero set is $\{(3 + 2i, -i), (0, 1 - 4i)\}$ in $\mathbb{C}^2.$
47266
Every affine variety in $\mathbb A^n$ consisting of finitely many points can be written as the zero locus of $n$ polynomials
1962
Polynomial $P(a)=b,P(b)=c,P(c)=a$
4885
Polynomials with integer coefficients such that $p(a)=b,p(b)=c,p(c)=a$
103706
If $\{f(0)\}^{2} + \{f'(0)\}^{2} = 4$ then there is a $c$ with $f(c) + f''(c) = 0$
114254
Zero divisors in $A[x_1,x_2,\dots,x_r]$
90933
Finding the roots of complex numbers
9223
Finding $\iiint_K (x^2 -z^2)\, dx\, dy \,dz$
130944
Greatest common divisor of polynomials over $\mathbb{Q}$
118085
complex polynomial satisfying inequality
119297
Finding invertible polynomials in polynomial ring $\mathbb{Z}_{n}[x]$
40502
The Degree of Zero Polynomial.
95031
Find generators of the ideal of an algebraic set
134342
Find a polynomial of degree > 0 in $\mathbb Z_4[X]$ that is a unit.
15604
Determine the set of points $z$ that satisfy the condition $|2z|>|1+z^2|$
51769
If $x,y,z\in[-1,1]$ and $1+2xyz\geq x^2+y^2+z^2$, then can we infer $1+2(xyz)^n\geq x^{2n}+y^{2n}+z^{2n}$?
100278
Find $\alpha^{2016} + \beta^{2016} + \alpha^{2014} + \beta^{2014} \over \alpha^{2015} + \beta^{2015}$ for zeroes of the polynomial $x^2+3x +1$
120940
An irreducible polynomial in a subfield of $\mathbb{C}$ has no multiple roots in $\mathbb{C}$