Groups | Search | Server Info | Keyboard shortcuts | Login | Register [http] [https] [nntp] [nntps]


Groups > sci.physics > #552464 > unrolled thread

Will Big Data solve the Riemann Hypothesis?

Started byVincent Granville <datashaping@gmail.com>
First post2016-02-11 21:02 -0800
Last post2016-02-12 19:35 -0800
Articles 4 — 4 participants

Back to article view | Back to sci.physics


Contents

  Will Big Data solve the Riemann Hypothesis? Vincent Granville <datashaping@gmail.com> - 2016-02-11 21:02 -0800
    Re: Will Big Data solve the Riemann Hypothesis? Sylvia Else <sylvia@not.at.this.address> - 2016-02-12 16:22 +1100
      Re: Will Big Data solve the Riemann Hypothesis? benj <none@gmail.com> - 2016-02-12 14:21 -0500
      Re: Will Big Data solve the Riemann Hypothesis? noTthaTguY <abu.kuanysh05@gmail.com> - 2016-02-12 19:35 -0800

#552464 — Will Big Data solve the Riemann Hypothesis?

FromVincent Granville <datashaping@gmail.com>
Date2016-02-11 21:02 -0800
SubjectWill Big Data solve the Riemann Hypothesis?
Message-ID<d53d685d-f011-4dfd-a0e1-0adf8d463dac@googlegroups.com>
The Riemann Hypothesis is arguably the most important unsolved problem in mathematics. It falls into an area called Analytic Number Theory which is essentially number theory with complex numbers thrown into the mix. The hypothesis states that all non-trivial zeros of the Reimann Zeta function fall on the critical line. What!?? Ok, sorry. That is not very helpful. Lets just say that there is a critical relationship between this function and our understanding of the distribution of prime numbers. And of course prime numbers are the building blocks of all other numbers and insanely important in a number of fields that affect our lives critically - one of which is modern cryptography. So basically all of the encryption algorithms that allow us to make a payment online, log in to our bank account, or maybe even send an encrypted text message depend on the Reimann hypothesis.

Read full article at http://www.datasciencecentral.com/profiles/blogs/will-bigdata-solve-the-riemann-hypothesis

[toc] | [next] | [standalone]


#552466

FromSylvia Else <sylvia@not.at.this.address>
Date2016-02-12 16:22 +1100
Message-ID<di58gmFps6mU1@mid.individual.net>
In reply to#552464
On 12/02/2016 4:02 PM, Vincent Granville wrote:
> The Riemann Hypothesis is arguably the most important unsolved
> problem in mathematics. It falls into an area called Analytic Number
> Theory which is essentially number theory with complex numbers thrown
> into the mix. The hypothesis states that all non-trivial zeros of the
> Reimann Zeta function fall on the critical line. What!?? Ok, sorry.
> That is not very helpful. Lets just say that there is a critical
> relationship between this function and our understanding of the
> distribution of prime numbers. And of course prime numbers are the
> building blocks of all other numbers and insanely important in a
> number of fields that affect our lives critically - one of which is
> modern cryptography. So basically all of the encryption algorithms
> that allow us to make a payment online, log in to our bank account,
> or maybe even send an encrypted text message depend on the Reimann
> hypothesis.
>
> Read full article at
> http://www.datasciencecentral.com/profiles/blogs/will-bigdata-solve-the-riemann-hypothesis
>

They might disprove it that way. They won't prove it.

Sylvia.

[toc] | [prev] | [next] | [standalone]


#552572

Frombenj <none@gmail.com>
Date2016-02-12 14:21 -0500
Message-ID<Agqvy.10016$Ut6.2219@fx22.iad>
In reply to#552466
On 02/12/2016 12:22 AM, Sylvia Else wrote:
> On 12/02/2016 4:02 PM, Vincent Granville wrote:
>> The Riemann Hypothesis is arguably the most important unsolved
>> problem in mathematics. It falls into an area called Analytic Number
>> Theory which is essentially number theory with complex numbers thrown
>> into the mix. The hypothesis states that all non-trivial zeros of the
>> Reimann Zeta function fall on the critical line. What!?? Ok, sorry.
>> That is not very helpful. Lets just say that there is a critical
>> relationship between this function and our understanding of the
>> distribution of prime numbers. And of course prime numbers are the
>> building blocks of all other numbers and insanely important in a
>> number of fields that affect our lives critically - one of which is
>> modern cryptography. So basically all of the encryption algorithms
>> that allow us to make a payment online, log in to our bank account,
>> or maybe even send an encrypted text message depend on the Reimann
>> hypothesis.
>>
>> Read full article at
>> http://www.datasciencecentral.com/profiles/blogs/will-bigdata-solve-the-riemann-hypothesis
>>
>>
>
> They might disprove it that way. They won't prove it.
>
> Sylvia.

Correct. Godel's Theorm: There exist numbers having complexity so great 
that computer programs cannot generate them.

(Odd doesn't understand this)

-- 

       ___           ___           ___            ___
      /\  \         /\  \         /\__\          /\  \
     /::\  \       /::\  \       /::|  |         \:\  \
    /:/\:\  \     /:/\:\  \     /:|:|  |     ___ /::\__\
   /::\~\:\__\   /::\~\:\  \   /:/|:|  |__  /\  /:/\/__/
  /:/\:\ \:|__| /:/\:\ \:\__\ /:/ |:| /\__\ \:\/:/  /
  \:\~\:\/:/  / \:\~\:\ \/__/ \/__|:|/:/  /  \::/  /
   \:\ \::/  /   \:\ \:\__\       |:/:/  /    \/__/
    \:\/:/  /     \:\ \/__/       |::/  /
     \::/__/       \:\__\         /:/  /
      ~~            \/__/         \/__/

[toc] | [prev] | [next] | [standalone]


#552724

FromnoTthaTguY <abu.kuanysh05@gmail.com>
Date2016-02-12 19:35 -0800
Message-ID<ce0a0acf-7c2e-45f2-b71e-a7ba68042cc2@googlegroups.com>
In reply to#552466
read your comment, and that is all that needs to be said

> > that allow us to make a payment online, log in to our bank account,
> > or maybe even send an encrypted text message depend on the Reimann
> > hypothesis.
> >
> > Read full article at
> > http://www.datasciencecentral.com/profiles/blogs/will-bigdata-solve-the-riemann-hypothesis
> >
> 
> They might disprove it that way. They won't prove it.
> 
> Sylvia.

[toc] | [prev] | [standalone]


Back to top | Article view | sci.physics


csiph-web