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1 posted on 11/23/2013 5:57:05 PM PST by BenLurkin
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To: BenLurkin

Dual primes are my favorite type of numbers.


2 posted on 11/23/2013 5:59:51 PM PST by Paladin2
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To: BenLurkin

“Math is HARD!” ~ Barbie...and Diana in Wisconsin, LOL!


3 posted on 11/23/2013 6:01:53 PM PST by Diana in Wisconsin (I don't have 'Hobbies.' I'm developing a robust Post-Apocalyptic skill set...)
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To: BenLurkin

I’ve been saying that for years. (/s)


6 posted on 11/23/2013 6:04:58 PM PST by PistolPaknMama
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To: BenLurkin

Thanks for posting. Interesting stuff.

The internet is obviously helping to advance research by speeding communication and enabling collaboration. Once the concept of a bounded gap was introduced everyone piled on.


7 posted on 11/23/2013 6:06:50 PM PST by MV=PY (The Magic Question: Who's paying for it?)
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To: BenLurkin

Wait, WHAT?... ugh.. Is there going to be a test at the end? OMG, I hope not.. :)


9 posted on 11/23/2013 6:15:32 PM PST by carlo3b (RUFFLE FEATHERS, and destroy their FEATHER NEST!)
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To: BenLurkin

Most integers are very large.


10 posted on 11/23/2013 6:15:43 PM PST by Scrambler Bob ( Concerning bo -- that refers to the president. If I capitalize it, I mean the dog.)
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To: BenLurkin

One One is the loneliest number that you’ll ever do.


11 posted on 11/23/2013 6:18:38 PM PST by DManA (rs)
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To: BenLurkin

Uh 1, uh 2, uh 3, 5,11,


14 posted on 11/23/2013 6:20:15 PM PST by Vendome (Don't take life so seriously-you won't live through it anyway-Enjoy Yourself ala Louis Prima)
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To: BenLurkin

This has implications for the security of public key cryptography.


17 posted on 11/23/2013 6:24:21 PM PST by 17th Miss Regt
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To: BenLurkin

Note my tagline...


20 posted on 11/23/2013 6:27:06 PM PST by lyby ("Mathematics is the language with which God has written the universe." ~ Galileo Galilei)
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To: BenLurkin

Isn’t it logical that if there are infinite base systems (base-2 binary, base 16 hexadecimal, etc.) then there ought to be infinite prime numbers?

Our base-10 numbers are just a coincidence that the Indians invented and was adopted worldwide. The Sumerians were doing base-12, but the Indians had the convenient zero.


21 posted on 11/23/2013 6:28:38 PM PST by James C. Bennett (An Australian.)
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To: BenLurkin; a fool in paradise

Western Civilization would have been so much better off if it had stayed with Roman numerals.


37 posted on 11/23/2013 6:58:01 PM PST by Revolting cat! (Bad things are wrong! Ice cream is delicious!)
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To: BenLurkin; a fool in paradise
Take a look at this Greek number!
47 posted on 11/23/2013 7:25:19 PM PST by Revolting cat! (Bad things are wrong! Ice cream is delicious!)
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To: BenLurkin

“Numba. Numba. Too many numba.” —Vic Ten


50 posted on 11/23/2013 7:31:09 PM PST by onedoug
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>> If at some point, prime numbers are always more than two numbers away from each other, we have a non-random aspect to their distribution that goes against this intuition.

Gibberish.

This is not a property of prime numbers.


61 posted on 11/23/2013 10:52:59 PM PST by Gene Eric (Don't be a statist!)
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To: BenLurkin

What if 6 turned out to be 9?


65 posted on 11/24/2013 9:09:54 AM PST by Walmartian (I'm their leader. Which way did they go?)
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To: BenLurkin
My favorite "prime".


66 posted on 11/24/2013 9:22:08 AM PST by Bratch
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To: BenLurkin
How complete of an understanding do you need to know that it goes on forever?

Cant I get a gov't grant for my studies?
67 posted on 11/24/2013 9:27:52 AM PST by Delta 21 (If you like your freedom, you can keep your freedom. Period.)
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To: BenLurkin
Why are some numbers prime and the rest, not? Oh, yeah, you can tell all those divisibility stories you like, but the truth is that they're members of a privileged class lording it over all the rest, white capitalist racist imperialist OPPRESSORS.

Prime numbers, bah. Those of us who understand truly advanced social theory don't need math.

70 posted on 11/25/2013 11:45:18 PM PST by Billthedrill
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To: BenLurkin; SunkenCiv

A very good non-technical article https://www.simonsfoundation.org/quanta/20131119-together-and-alone-closing-the-prime-gap/

and the meat is here http://terrytao.wordpress.com/2013/11/22/polymath8b-ii-optimising-the-variational-problem-and-the-sieve/


73 posted on 11/26/2013 4:28:13 AM PST by AdmSmith (GCTGATATGTCTATGATTACTCAT)
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