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### Re: Twin prine are infinite.

Posted: **Fri Mar 09, 2012 8:52 am**

by **Phlembac Adib Hasan**

nafistiham wrote:আর একই সাথে এটাও প্রমানিত যে কোনভাবেই এমন সুত্র বানানো সম্ভব না যেটা দিয়ে নিশ্চিতভাবে মৌলিক সংখ্যা পাওয়া যায় ।

Polynomial, not formula.Making formula is possible.Once Saumitra Vaia showed us such a formula.

### Re: Twin prine are infinite.

Posted: **Fri Mar 09, 2012 8:47 pm**

by **nafistiham**

when it is about theorem, it has to be definite.that theorem does not provide us the $n^{th}$ prime number.that theorem you are talking about is not like that.

But, of course I did a mistake which going to be edited.thanks a lot.

### Re: Twin prine are infinite.

Posted: **Sat May 26, 2012 7:31 pm**

by **SANZEED**

Actually,Sawmitra vaia showed us a formula which was invented by Ramanujon.It contained $26$ variables. If you want a marginal proof about the absence of a polynomial like it,you can see "Excursions in Number Theory".

### Re: Twin prine are infinite.

Posted: **Sun May 27, 2012 4:41 pm**

by **Phlembac Adib Hasan**

Also available in Elementary Number Theory

### Re: Twin prine are infinite.

Posted: **Mon May 28, 2012 5:45 pm**

by **zadid xcalibured**

Saumitra Vai showed you sanzeed? well,how does the formula look like?

### Re: Twin prine are infinite.

Posted: **Tue May 29, 2012 1:18 am**

by **SANZEED**

SANZEED wrote:Actually,Sawmitra vaia showed us a formula which was invented by Ramanujon.It contained $26$ variables. If you want a marginal proof about the absence of a polynomial like it,you can see "Excursions in Number Theory".

Sorry, he actually told us about it. I have told how it was.

### Re: Twin prine are infinite.

Posted: **Tue Jun 05, 2012 4:35 pm**

by **Masum**

I am quite sure, this can't be done with the knowledge so far we have. We may need some more to know before proving this, and the one who can prove this will discover so many things like Wiles did.

### Re: Twin prine are infinite.

Posted: **Tue Jun 12, 2012 5:52 am**

by **nayel**