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Old 2018-07-31, 23:11   #26
bhelmes
 
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Mar 2016

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Quote:
Originally Posted by MattcAnderson View Post
Attached are probably my last efforts on prime constellation mathematics.

Please try to do a little bit more math,


the polynomial f(n)=n²+n+41 has the discriminant b²-4ac=-163 if you consider f(n)=an²+bn+c,
therefore you could also use the polynomial f(n)=n²+163 with the same discriminant
all primes with p|f(n) "appear" double periodically and can be sieved out by division.


If you are looking for some other quadratic polynomial my website may help you, especially http://devalco.de/poly_sec.php and

for the special polynomial f(n)=n²+163

http://devalco.de/basic_polynomials/...?a=1&b=0&c=163


I hope you will find some new ideas.


Greetings from the quadratic polynomials
Bernhard
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