Đào Thanh Oai
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Member for 6 years, 8 months
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Last seen this week
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Yiu's equilateral triangle-triplet points
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Prove: If $P_n$ is $n$-$th$ prime number then $P_{n+m} \ge P_n+P_m$
My comment is true? $P_{m+n}$ may $>>$ $P_{n+m-1}$ but $P_n+P_m \approx P_n+P_m-1$ ??
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Yiu's equilateral triangle-triplet points
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Prove: If $P_n$ is $n$-$th$ prime number then $P_{n+m} \ge P_n+P_m$
I am sorry, how these are equivalent, may you show me?
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Prove: If $P_n$ is $n$-$th$ prime number then $P_{n+m} \ge P_n+P_m$
$\pi(x)$ is not equivalent to $P_x$
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Prove: If $P_n$ is $n$-$th$ prime number then $P_{n+m} \ge P_n+P_m$
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Yiu's equilateral triangle-triplet points
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Yiu's equilateral triangle-triplet points
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Yiu's equilateral triangle-triplet points
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$\pi((n+1)^2)-\pi(n^2) \le \pi(n)$ for all $n \ge 370$?
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$\pi((n+1)^2)-\pi(n^2) \le \pi(n)$ for all $n \ge 370$?
@GerryMyerson I am sorry, I check in a day but while loop is not stop. I will work continue, checked again
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$\pi((n+1)^2)-\pi(n^2) \le \pi(n)$ for all $n \ge 370$?
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Is the conjecture A+B=C following correct?
@AndyPutman I am sorry, I am not purposive
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Is the conjecture A+B=C following correct?
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Is the conjecture A+B=C following correct?
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Is the conjecture A+B=C following correct?
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