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do we have any understanding for the distribution of prime numbers

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  3. do we have any understanding for the distribution of prime numbers
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Anonymous
2016-11-06 01:27:25 Post No.
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Anonymous 2016-11-06 01:27:25 Post No. [Report]
do we have any understanding for the distribution of prime numbers or than their basic definition? we have a way to calculate PARTICULAR primes, but is there a pattern or sequence which could simplify, or rather, encapsulate their representation as some algebraic or differential structure?
>>
Anonymous 2016-11-06 01:44:51 Post No.8458023
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Anonymous 2016-11-06 01:44:51 Post No.8458023 [Report]
>>8457999 hint::::
*hint*
Superior highly composite numbers. hint hint hint
*hint*
>>
Anonymous 2016-11-06 05:01:11 Post No.8458397
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Anonymous 2016-11-06 05:01:11 Post No.8458397 [Report]
>>8457999
The riemann zeta function tells you about the distribution of primes and the riemann hypothesis says they are distributed as randomly as possible.
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Anonymous 2016-11-06 05:14:36 Post No.8458421
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Anonymous 2016-11-06 05:14:36 Post No.8458421 [Report]
>>8458397
/thread
this is elementary shit, op. get it together
>>
Anonymous 2016-11-06 05:25:21 Post No.8458439
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Anonymous 2016-11-06 05:25:21 Post No.8458439 [Report]
>>8458421
>>8458397
then what is the mathematical definition of randomness in this context? are you saying primes ARE randomness embodied?
>>
Anonymous 2016-11-06 06:14:19 Post No.8458479
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Anonymous 2016-11-06 06:14:19 Post No.8458479 [Report]
the prime number states that as x approaches infinity, the number of primes less than or equal to x approaches x/log(x).
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