Prime zeta function - Revision history

147.8.38.35: /* Properties */

2014-09-05T18:45:01Z

Properties

← Older revision		Revision as of 20:45, 5 September 2014
Line 1:		Line 1:
	Hi there, ~~I am Andrew Berryhill. She works as a travel agent but soon she'll be on~~ her ~~personal. Ohio is where his house~~ is ~~and his family loves it~~. ~~To play lacross is the thing~~ I [http://~~www~~.~~familysurvivalgroup~~.com/~~easy~~-~~methods~~-~~planting~~-~~looking~~-~~backyard~~/ psychic love readings] ~~most of all~~.		Hi there. Allow me begin by introducing the writer, her name is Sophia. What I [http://hknews.classicmall.com.hk/groups/some-simple-tips-for-personal-development-progress/ psychic love readings] performing is soccer but I don't have the time recently. Office supervising is what she does for a residing. Kentucky is exactly where I've always been living.

149.217.40.222: /* External links */ use citation template

2014-02-21T22:01:14Z

External links: use citation template

← Older revision		Revision as of 00:01, 22 February 2014
Line 1:		Line 1:
	~~<noinclude>{{~~.~~./Header}}</noinclude>~~		Hi there, I am Andrew Berryhill. She works as a travel agent but soon she'll be on her personal. Ohio is where his house is and his family loves it. To play lacross is the thing I [http://www.familysurvivalgroup.com/easy-methods-planting-looking-backyard/ psychic love readings] most of all.
	~~{{Portal:Mathematics/Feature article\|img=\|img-cap=\|img-cred=\|more=Continuum hypothesis\|desc=The '''continuum hypothesis''~~' is a [[hypothesis]], advanced by [[Georg Cantor]], about the possible sizes of [[infinite set]]s. Cantor introduced the concept of [[cardinal number\|cardinality]] to compare the sizes of infinite sets, and he showed that the set of [[integer]]s is strictly smaller than the set of [[real number]]s. ~~The continuum hypothesis states the following:~~
	~~:There~~ is ~~no set whose size~~ is ~~strictly between that of the integers~~ and ~~that of the real numbers~~.

	~~Or mathematically speaking, noting that the [[Cardinal number\|cardinality]] for the integers <math>\|\mathbb{Z}\|</math>~~ is ~~<math>\aleph_0</math> ("[[aleph number\|aleph-null]]") and~~ the [~~[cardinality of the real numbers]] <math>\|\mathbb{R}\|<~~/~~math> is <math>2^{\aleph_0}<~~/~~math>, the continuum hypothesis says~~

	~~:<math>\nexists \mathbb{A}: \aleph_0 < \|\mathbb{A}\| < 2^{\aleph_0}~~.</~~math>~~

	~~This is equivalent to:~~

	~~:<math>2^{\aleph_0} = \aleph_1<~~/~~math>~~

	~~The real numbers have also been called [[Real line\|''the continuum''~~]~~], hence the name~~.~~\|class={{{class}}}}}~~
	~~<noinclude>{{../Footer}}</noinclude>~~

en>ChrisGualtieri: General Fixes, removed stub tag using AWB

2013-10-24T01:11:13Z

General Fixes, removed stub tag using AWB

← Older revision		Revision as of 03:11, 24 October 2013
Line 1:		Line 1:
	~~Hello~~, ~~my name~~ is ~~Andrew and my wife doesn't like it at all~~. ~~Mississippi~~ is ~~where her home~~ is ~~but her spouse wants them to transfer~~. ~~As a woman what she really likes is style and she's been performing it~~ for ~~fairly a while. Invoicing~~ is ~~my occupation.~~<br><br>~~Also visit my page :: best psychic~~ ([~~http:~~//~~ustanford~~.~~com~~/~~index~~.~~php?do~~=/~~profile-38218~~/~~info/ their website])~~		<noinclude>{{../Header}}</noinclude>
			{{Portal:Mathematics/Feature article\|img=\|img-cap=\|img-cred=\|more=Continuum hypothesis\|desc=The '''continuum hypothesis''' is a [[hypothesis]], advanced by [[Georg Cantor]], about the possible sizes of [[infinite set]]s. Cantor introduced the concept of [[cardinal number\|cardinality]] to compare the sizes of infinite sets, and he showed that the set of [[integer]]s is strictly smaller than the set of [[real number]]s. The continuum hypothesis states the following:
			:There is no set whose size is strictly between that of the integers and that of the real numbers.

			Or mathematically speaking, noting that the [[Cardinal number\|cardinality]] for the integers <math>\|\mathbb{Z}\|</math> is <math>\aleph_0</math> ("[[aleph number\|aleph-null]]") and the [[cardinality of the real numbers]] <math>\|\mathbb{R}\|</math> is <math>2^{\aleph_0}</math>, the continuum hypothesis says

			:<math>\nexists \mathbb{A}: \aleph_0 < \|\mathbb{A}\| < 2^{\aleph_0}.</math>

			This is equivalent to:

			:<math>2^{\aleph_0} = \aleph_1</math>

			The real numbers have also been called [[Real line\|''the continuum'']], hence the name.\|class={{{class}}}}}
			<noinclude>{{../Footer}}</noinclude>

46.115.37.222: /* Specific values */ P(1) = ... = oo

2012-06-29T00:41:20Z

Specific values: P(1) = ... = oo

New page

Hello, my name is Andrew and my wife doesn't like it at all. Mississippi is where her home is but her spouse wants them to transfer. As a woman what she really likes is style and she's been performing it for fairly a while. Invoicing is my occupation.<br><br>Also visit my page :: best psychic ([http://ustanford.com/index.php?do=/profile-38218/info/ their website])