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- 29Possible counterexample to a theorem assuming Lang's conjecture
- 22Can every curve be written as $f(x)=g(y)$?
- 18Is there an irreducible but solvable septic trinomial $x^7+ax^n+b = 0$?
- 17Galois Group of $x^n-2$
- 16Identifying Ramanujan's integer solutions of x^3+y^3+z^3=1 among Elkies' rational solutions
- 15When is $f(x_1, \dots, x_n)+c$ an irreducible polynomial for almost all constants $c$?
- 13Is $x^p-x+1$ always irreducible in $F_p[x]$?
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5 Minimum character of an edit Aug 6 '13