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revised Estimate for $n$th prime
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answered Estimate for $n$th prime
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comment Estimate for $n$th prime
Number (2) in your list is I think just the PNT in disguise...so I guess this will fall out as a consequence of the PNT.
Nov
23
comment $x,y,z$ are positive real numbers and $x+y+z=1$ $\implies$ $\bigg(1+\dfrac 1x\bigg)\bigg(1+\dfrac 1y \bigg)\bigg(1+\dfrac 1z \bigg)\ge 64$?
Very economical.+1
Nov
23
revised Taylor's results on zeros of the linear combination of Gamma-completed Riemann Zeta functions
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Nov
23
revised Taylor's results on zeros of the linear combination of Gamma-completed Riemann Zeta functions
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Nov
22
revised How I can calculate $ \lim_{nā†’āˆž}\frac{\ln(2^{p_{n+1}}-1)}{\ln(2^{p_{n}}-1)} $?
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