Swati Bisht
In the seventeenth century Fermat defined a sequence of numbers Fn=22n +1 for n ≥ 0 known as Fermat’s number . If Fn happens to be prime then Fn is called Fermat prime. All the Fermat’s number are of the form n!k+ Σnk for some fixed value of k and n. Further we will prove that after F4 no other Fermat prime exist upto 1050 .
Teile diesen Artikel
English 
Spanish 
Chinese 
Russian 
French 
Japanese 
Portuguese 
Hindi 