Pólya conjecture
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In 1919, the Hungarian mathematician Georg Pólya made the following empirische Betrachtung (empirical observation)[1]:
| “ | [D]ie Anzahl derjenigen unter den Zahlen 1,2,3,…,n, die eine gerade Anzahl von Primfaktoren haben, ist nicht größer als die Anzahl derjenigen, die eine ungerade Anzahl haben (für n≧2). | ” |
| “ | The quantity of number 1,2,3,…,n, having a even number of prime factors is not bigger than the quantity of those having ann odd number (for n≧2). | ” |
