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#1 |
Mar 2016
419 Posts |
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A peaceful day for all,
There is a relationship between the primitiv Pythagorean triples (a,b,c) with a²+b²=c² resp. the corresponding rational points of the circle with unit 1 (a/c)²+(b/c)²=1 and the group of the complex elements x²+y²=1 mod p where x, y are elements of Np. In addition there is a similar relationship between the primitiv Pythagorean triples resp. the corresponding rational points (c/b)²-(a/b)²=1 resp. (c/a)²-(b/a)²=1 and the group of the complex elements with x²-y²=1 mod p where x, y are elements of Np. These relationships are one explication for the system of primes : http://devalco.de/System/system_one_complex_pyth2.php Perhaps there is somone who likes this explication. ![]() Suggestion and improvements are welcome. Nice greetings from the primes Bernhard |
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#2 | |
"Robert Gerbicz"
Oct 2005
Hungary
32·179 Posts |
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#3 | |
Mar 2016
419 Posts |
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A peaceful day
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(not very interesting) and the image will be the (0,1) point on the unit circle. I will add this commentar on the page because it is not clearly expressed. Nice greetings from the primes Bernhard |
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