
I wanted to introduce you to a work on prime numbers, specifically why they appear there and why they appear there and not elsewhere. I'm starting with 3 as the right-hand prime number, because it wasn't excluded by the previous prime, 2. The rest of the work, presenting the concept, formulas, and the prime number cross, can be found in the attached PDF. Enjoy reading. Chciałem Państwa zapoznać z pracą na temat liczb pierwszych, a dokładniej dlaczego się pojawiają i dlaczego tam, a nie gdzie indziej. Zaczynam od 3 jako liczby pierwszej od prawj strony, ponieważ nie została wykluczona przez poprzednią liczbę pierwszą jaką jest 2. Reszta przedstawiająca koncepcję, wzory oraz krzyż liczb pierwszych w załączonym PDF. Miłej lektury. Euklides, Eratostenes, Bernhard Riemann, Pierre de Fermat, Leonhard Euler, Christian Goldbach, Stanisław Ulam, Wacław Sierpiński, Henryk Iwaniec, Diofantos, Carl Friedrich Gauss, Adrien-Marie Legendre, Andrew Wiles, Srinivasa Ramanujan, G. H. Hardy, Sundaram
Henryk Iwaniec, sito krzyża, twin primes, twin couples littlewood, cross sieve, Adrien-Marie Legendre, Atkin, twin pairs of prime numbers, liczby pierwsze bliźniacze, Diofantos, Andrew Wiles, Stanisław Ulam, Sundaram, pary bliźniacze, Bernstein, prime number sieve, Euklides, Eratostenes, E-M-Wright, Riemann, Srinivasa Ramanujan, twin pairs, Prime numbers, Eratosthenes' sieve, Wacław Sierpiński, G-H-Hardy, pary bliźniacze liczb pierwszych, Leonhard Euler, sito liczb pierwszych, pary bliźniacze littlewood, energy states, circular cross sieve, Carl Friedrich Gauss, sito Eratosthenes, Pierre de Fermat, sito kołowo krzyżowe
Henryk Iwaniec, sito krzyża, twin primes, twin couples littlewood, cross sieve, Adrien-Marie Legendre, Atkin, twin pairs of prime numbers, liczby pierwsze bliźniacze, Diofantos, Andrew Wiles, Stanisław Ulam, Sundaram, pary bliźniacze, Bernstein, prime number sieve, Euklides, Eratostenes, E-M-Wright, Riemann, Srinivasa Ramanujan, twin pairs, Prime numbers, Eratosthenes' sieve, Wacław Sierpiński, G-H-Hardy, pary bliźniacze liczb pierwszych, Leonhard Euler, sito liczb pierwszych, pary bliźniacze littlewood, energy states, circular cross sieve, Carl Friedrich Gauss, sito Eratosthenes, Pierre de Fermat, sito kołowo krzyżowe
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