Apr-24-2018, 07:46 AM
Hi all,
Great thanks for this site it helps. Anyway I have found a direct relationship with perfect numbers to Mersenne Numbers. For Instance 6 is a perfect Number and it is divisible by two which equals 3. My current formula is looking at exponents of the number 4. If you want to find Mersenne numbers than put an exponent on 4 double the number and substract 1. However the exponents are staggered at times. but if you do it enough you will land a Mersenne number.
28 is a perfect number divide it by 7 and you get 4.
Lets look at 4^3=64 next 2*64-1=127
Lets look at 4^6=4096 next 2*4096-1=8191
try 4^15
I need some code that will process large perfect numbers. Thanks for reading :)
Great thanks for this site it helps. Anyway I have found a direct relationship with perfect numbers to Mersenne Numbers. For Instance 6 is a perfect Number and it is divisible by two which equals 3. My current formula is looking at exponents of the number 4. If you want to find Mersenne numbers than put an exponent on 4 double the number and substract 1. However the exponents are staggered at times. but if you do it enough you will land a Mersenne number.
28 is a perfect number divide it by 7 and you get 4.
Lets look at 4^3=64 next 2*64-1=127
Lets look at 4^6=4096 next 2*4096-1=8191
try 4^15
I need some code that will process large perfect numbers. Thanks for reading :)