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12h

comment 
A constrained positive polynomial
Looks like $Q_m(x)=(xa)^2+1$ should produce a counterexample. 
12h

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A constrained positive polynomial
ok this is almost close. Only thing we need then is an example where we can take $a\geq2$? 
12h

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A constrained positive polynomial
I corrected to $a>1$ and prime is not $1\bmod 4$. 
12h

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A constrained positive polynomial
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12h

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A constrained positive polynomial
Hmmm yes. that works. Which value of $a$ is $Q(a)$ a prime? 
12h

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A constrained positive polynomial
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17h

revised 
A constrained positive polynomial
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17h

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A constrained positive polynomial
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Analog of Euler's factoring technique
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18h

revised 
A constrained positive polynomial
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18h

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A constrained positive polynomial
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18h

asked  A constrained positive polynomial 
1d

revised 
Connection between Infinite continued fractions and AGM
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2d

revised 
Multiple convex sets hyperplane separations
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2d

comment 
A Diophantine equation with prime powers
How did you get that number? 
2d

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A Diophantine equation with prime powers
$10^{5\times 10^3}$? 
May 19 
comment 
Multiple convex sets hyperplane separations
Something simple elegantly stated like in the two set scenario however for each of the 3 cases. 
May 19 
revised 
Multiple convex sets hyperplane separations
edited tags; edited title 
May 19 
revised 
Multiple convex sets hyperplane separations
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May 19 
asked  Multiple convex sets hyperplane separations 