| Math Logic |
|
|
| Question : |
| What
is 'Goldbach's Theorem' ? |
Answer : |
|
The Goldbach's Theorem states that the sum of 1/(p - 1)
over the set of perfect powers p, excluding 1 and omitting repetitions, converges to 1, as shown below:
|
 |
|
This result was first introduced by Euler in 1737. Hence this theorem can also be termed as Goldbach–Euler theorem.
|
|
