![number theory - Are there infinitely many primes of the form $k\cdot 2^n +1$? - Mathematics Stack Exchange number theory - Are there infinitely many primes of the form $k\cdot 2^n +1$? - Mathematics Stack Exchange](https://i.stack.imgur.com/iScA0.jpg)
number theory - Are there infinitely many primes of the form $k\cdot 2^n +1$? - Mathematics Stack Exchange
![The First 12 Mersenne Primes Canvas Print / Canvas Art by Robert Brook/science Photo Library - Pixels Canvas Prints The First 12 Mersenne Primes Canvas Print / Canvas Art by Robert Brook/science Photo Library - Pixels Canvas Prints](https://render.fineartamerica.com/images/rendered/default/canvas-print/8/8/mirror/break/images/artworkimages/medium/2/the-first-12-mersenne-primes-robert-brookscience-photo-library-canvas-print.jpg)
The First 12 Mersenne Primes Canvas Print / Canvas Art by Robert Brook/science Photo Library - Pixels Canvas Prints
![elementary number theory - Is there an anomaly in the distribution of Mersenne primes? - Mathematics Stack Exchange elementary number theory - Is there an anomaly in the distribution of Mersenne primes? - Mathematics Stack Exchange](https://i.stack.imgur.com/fL91E.gif)
elementary number theory - Is there an anomaly in the distribution of Mersenne primes? - Mathematics Stack Exchange
![1 Mersenne Primes How to generate more prime numbers? Mersenne ( ) generated primes using formula: where p is a prime M 2 = 3; M 3 = 7, M 5 = 31, - ppt download 1 Mersenne Primes How to generate more prime numbers? Mersenne ( ) generated primes using formula: where p is a prime M 2 = 3; M 3 = 7, M 5 = 31, - ppt download](https://images.slideplayer.com/21/6262781/slides/slide_2.jpg)
1 Mersenne Primes How to generate more prime numbers? Mersenne ( ) generated primes using formula: where p is a prime M 2 = 3; M 3 = 7, M 5 = 31, - ppt download
![SOLVED: 2.2 Mersenne Primes The French monk Marin Mersenne lived at the same time as Fermat and corresponded with him. In the search for primes, he suggested considering numbers of the form SOLVED: 2.2 Mersenne Primes The French monk Marin Mersenne lived at the same time as Fermat and corresponded with him. In the search for primes, he suggested considering numbers of the form](https://cdn.numerade.com/ask_images/1436140e800246e595fa1c09bb1077ad.jpg)