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Aug
18
answered Primitive polynomials $P$ with $\gcd(P(x),P(y))=1$ for infinitely many $x,y$
Aug
13
answered Does $\cos (\pi/5)$ belong to $\mathbb{Q} (\sin(\pi/5))$?
Aug
9
asked Structure of first-coordinate-projection of set of solutions of “elliptic” diophantine equation $xy(6-(x+y))=6$
Aug
7
asked Homogeneous diophantine equation $x^3+2y^3+6xyz=3z^3$
Jul
30
asked A circle in the plane contains at most four lattice points?
Jul
29
asked Is $a=\frac{1992!-1}{3449\times 8627}$ a prime number?
Jul
28
answered Difficult nonlinear system based on max value
Jul
26
asked Generalization of Erdos-Selfridge
Jul
19
asked Decidability of equality of two set-theoretical terms constructed without replacement or specification
Jul
18
asked Relationship between computability and growth rate
Jul
15
asked Find a uniquely defined element in this $\aleph_1$-indexed Cartesian product
Jul
12
asked Enumerating the reals using a definability hierarchy
Jun
23
answered How do I show that $B$ has an infinite number of extreme points, but no faces (sides) of dimension $1$ or $2$?
Jun
23
asked Infinite matrix is injective if all its upper left minors are invertible?
Jun
19
asked Which ZFC axiom schemes are reducible to a single axiom?
Jun
14
asked variant of Heine-Borel theorem : countable subcovering of segment covering in $\mathbb R$
Jun
14
answered Show $f(x)\geq 0$ for all $x$ if and only if it has even degree and is of the form $f(x)=r(x)^2(x^2+a_1x+b_1)(x^2+a_2x+b_2) \cdots (x^2+a_nx+b_n)$
Jun
8
answered Irreducible polynomial of $\sqrt{2}+\sqrt{7}$ on $\Bbb{Q}$.
Jun
7
answered How can we prove that $[ {c^n - (a^n+b^n)} + d^n ] / (ab-cd)$ will yield integers always?
Jun
7
answered Proving the inequality $2^{-1+\frac{1}{n}}\left(x+1\right)\leq\left(x^{n}+1\right)^{\frac{1}{n}}$ for $n\in\mathbb{N} $ and $x>0$