Vipul at 21:11, 30 April 2009

2009-04-30T21:11:09Z

← Older revision		Revision as of 21:11, 30 April 2009
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	A '''primorial prime''' is a [[prime number]] that differs from a [[defining ingredient::primorial]] by <math>1</math>.		A '''primorial prime''' is a [[prime number]] that differs from a [[defining ingredient::primorial]] by <math>1</math>.

	In other words, it is a prime number of the form <math>k# \pm 1</math>.		In other words, it is a prime number of the form <math>k\# \pm 1</math>.

	The primorial primes of the form <math>k# + 1</math> are also called [[Euclid prime]]s, and all numbers of the form <math>k# + 1</math> are called [[Euclid number]]s.		The primorial primes of the form <math>k\# + 1</math> are also called [[Euclid prime]]s, and all numbers of the form <math>k\# + 1</math> are called [[Euclid number]]s.

	==Behavior==		==Behavior==

Vipul: Created page with '{{prime number property}} ==Definition== A '''primorial prime''' is a prime number that differs from a defining ingredient::primorial by $1$ . In other words...'

2009-04-30T21:10:50Z

Created page with '{{prime number property}} ==Definition== A '''primorial prime''' is a prime number that differs from a defining ingredient::primorial by <math>1</math>. In other words...'

New page

{{prime number property}}

==Definition==

A '''primorial prime''' is a [[prime number]] that differs from a [[defining ingredient::primorial]] by <math>1</math>.

In other words, it is a prime number of the form <math>k# \pm 1</math>.

The primorial primes of the form <math>k# + 1</math> are also called [[Euclid prime]]s, and all numbers of the form <math>k# + 1</math> are called [[Euclid number]]s.

==Behavior==

===Initial values===

The initial values of primorial primes are <math>2,3,5,7,29,31,211</math>.

Primorial prime - Revision history

Vipul at 21:11, 30 April 2009

Vipul: Created page with '{{prime number property}} ==Definition== A '''primorial prime''' is a prime number that differs from a defining ingredient::primorial by 1. In other words...'

Vipul: Created page with '{{prime number property}} ==Definition== A '''primorial prime''' is a prime number that differs from a defining ingredient::primorial by $1$ . In other words...'