graphical interpretation of f(n)=n²+1 and f(m)=m²+m+1

[bhelmes]

A peaceful evening for you,


i have tried to make a graphical interpretation of the primes for the irreducible polynomial f(n)=n²+1 and f(m)=m²+m+1


the radius of the primes is equal n resp. m
p = f(n) resp. p=f(m) are the upper half
if p | f(n) and p=/= f(n) resp. a reducible prime i print it in the lower half
with degree = 360*p/f(n)


This was a try to give a more graphical explication with revealing all the math.


Suggestions ? Improvements ? Comments ?


Greetings from the circle
Bernhard