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1d
comment Searching for $C^*$
technically '\*' should work, no?
May
25
awarded  Fanatic
May
24
revised Is this set possibly compact?
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May
24
revised Is this set possibly compact?
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May
23
revised Is this set possibly compact?
deleted 211 characters in body; edited tags
May
23
revised Is this set possibly compact?
deleted 211 characters in body; edited tags
May
23
revised Is this set possibly compact?
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May
23
revised Is this set possibly compact?
added 154 characters in body
May
23
revised Is this set possibly compact?
added 154 characters in body
May
23
revised Is this set possibly compact?
added 480 characters in body
May
23
asked Is this set possibly compact?
May
22
comment A constrained positive polynomial
Looks like $Q_m(x)=(x-a)^2+1$ should produce a counterexample.
May
22
comment A constrained positive polynomial
ok this is almost close. Only thing we need then is an example where we can take $a\geq2$?
May
22
comment A constrained positive polynomial
I corrected to $a>1$ and prime is not $1\bmod 4$.
May
22
revised A constrained positive polynomial
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May
22
comment A constrained positive polynomial
Hmmm yes. that works. Which value of $a$ is $Q(a)$ a prime?
May
22
revised A constrained positive polynomial
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May
22
revised A constrained positive polynomial
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May
22
revised A constrained positive polynomial
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May
22
revised Analog of Euler's factoring technique
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