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- — the number one checking function, gives the number of primes a lot less than and also equal to a given number. One example is, , then there’s A few prime volumes (2, 3, Five) under or maybe adequate to Half-dozen.
- — any of the nontrivial zeros of your Riemann zeta performance.
- — the optimum keeping track of performance, which supplies how many primes a lot less than or adequate to the quantity. As an example, , because there are A few perfect figures (Two, Three, Five) lower than or even comparable to Half-dozen.
- — many of the nontrivial 0’s on the Riemann zeta function.
- — the particular logarithmic vital perform, which is described as the vital connected with 1/(record testosterone levels) around by.
- — the optimal rising perform, which gives the number of primes lower than or maybe similar to certain variety. One example is, , then there’s 3 key amounts (2, Several, Five) lower than and also similar to Half a dozen.
- — any one of the nontrivial 0’s from the Riemann zeta function.
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- — some of the nontrivial 0’s of your Riemann zeta performance.
- — one of the nontrivial 0’s from the Riemann zeta performance.
- — the number one depending function, which gives the number of primes below or even corresponding to a given range. By way of example, , and there is Three or more perfect statistics (Only two, A few, Five) a lot less than and also corresponding to Half a dozen.
- — the optimum checking operate, which supplies the number of primes less than as well as corresponding to the range. For example, , with there being 3 excellent volumes (Two, 3, A few) a lot less than as well as comparable to Half-dozen.
- — the particular Mobius performance, which provides 2, -1, and also 1 depending on the prime factorization of and.
- — some of the nontrivial zeros on the Riemann zeta perform.
- — the Mobius functionality, giving 3, -1, as well as Just one depending on the leading factorization involving d.
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