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Nov
8
comment What is your idea about this conjecture?
@Dylan: Using Eric N's reformulation my claim is $j(2\cdot 3\cdot...\cdot13)\leq 30.$ In the table in the paper $n$ is the index of the largest prime. If $n=6$ then $h(n)$ is 22. According to this paper my claim is true, but the paper gives a stronger result.
Nov
7
comment What is your idea about this conjecture?
@SimonS: Good question either way, but the numerical work in this case might be misleading. Suppose it is true for some but not all n?
Oct
28
comment Proof of Prime Number Theorem
The Prime Number Theorem by Jameson is also good.
Oct
23
awarded  Yearling
Oct
19
comment Which progressions and sequences are guaranteed to contain infinitely many primes?
You can construct infinitely many such sequences. OEIS contains some of the interesting ones.
Oct
9
revised Does the function change the sign infinitely many times?
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Oct
9
revised Does the function change the sign infinitely many times?
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Oct
9
revised Does the function change the sign infinitely many times?
added 329 characters in body
Oct
9
revised Does the function change the sign infinitely many times?
added 329 characters in body
Oct
9
revised Does the function change the sign infinitely many times?
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Oct
9
answered Does the function change the sign infinitely many times?
Oct
5
accepted Question about complex analysis in proof in Ingham
Oct
4
revised Question about complex analysis in proof in Ingham
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Oct
4
revised Question about complex analysis in proof in Ingham
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Oct
4
revised Where am I going wrong while trying to solve this logarithmic equation?
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Oct
4
revised Where am I going wrong while trying to solve this logarithmic equation?
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Oct
4
revised Where am I going wrong while trying to solve this logarithmic equation?
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Oct
4
answered Where am I going wrong while trying to solve this logarithmic equation?
Oct
4
revised Question about complex analysis in proof in Ingham
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Oct
4
asked Question about complex analysis in proof in Ingham