Temporal logic in finite-state verification - Revision history

en>NickPenguin: no consensus to merge

2014-03-13T02:29:35Z

no consensus to merge

← Older revision		Revision as of 04:29, 13 March 2014
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	~~{{unreferenced\|date=August 2012}}~~		I'm a 40 years old and working at the college (Environmental Studies).<br>In my free time I'm trying to teach myself Vietnamese. I've been twicethere and look forward to go there anytime soon. I like to read, preferably on my beloved Kindle. I like to watch Arrested Development and Modern Family as well as documentaries about nature. I love Rugby league football.<br><br>Also visit my blog post - gayannrogers.com ([https://www.gayannrogers.com/ForumRetrieve.aspx?ForumID=679&TopicID=1109067&NoTemplate=False click through the following web site])
	~~{{Odd polygon db\|Odd polygon stat table\|p19}}~~
	In ~~[[geometry]], an '~~''~~enneadecagon''' is a [[polygon]] with 19 sides~~ and ~~angles~~. ~~It is also known~~ as ~~an '''enneakaidecagon''' or a '''nonadecagon'''~~.

	~~The radius of the circumcircle of the [[regular polygon\|regular]] enneadecagon with side length ''t'' is~~
	:<~~math~~>~~R=\frac{t}{2} \csc \frac {180}{19}~~<~~/math~~> (~~angle in degrees)~~

	~~The area of a regular enneadecagon, where ''t'' is the edge length, is~~
	:~~<math>\frac{19}{4}t^2 \cot \frac{\pi}{19}<~~/~~math><br><math>\simeq 28~~.~~4652\,t^2~~.</~~math>~~

	~~==Construction==~~
	~~A regular enneadecagon ''cannot'' be [[constructible polygon\|constructed]] using a [[compass and straightedge]]~~.

	===~~Petrie polygons~~===
	~~The regular enneadecagon is~~ the ~~[[Petrie polygon~~]~~] for one higher dimensional polytope, projected in a skew [[orthogonal projection]]:~~

	~~{\| class=wikitable~~
	~~\|- align=center~~
	~~\|[[File:18-simplex_t0.svg\|150px]]<br>[[18-simplex]] (18D~~)
	\|}

	~~==External links==~~
	*{{MathWorld\|title=Enneadecagon\|urlname=Enneadecagon}}

	~~[[Category:Polygons]]~~

	~~{{Polygons}}~~

	~~{{Elementary-geometry-stub}}~~

en>Addbot: Bot: Migrating 1 interwiki links, now provided by Wikidata on d:q7698924

2013-03-23T06:14:28Z

Bot: Migrating 1 interwiki links, now provided by Wikidata on d:q7698924

← Older revision		Revision as of 08:14, 23 March 2013
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	~~The writer~~'~~s name~~ is ~~Christy~~. ~~To perform lacross~~ is ~~something he would by no means give up. For~~ a ~~while I~~'~~ve been in Mississippi but now I~~'~~m contemplating other choices~~. ~~Office supervising~~ is where ~~my primary income comes from but I~~'~~ve always wanted my own business~~.<br><br>~~My web page;~~ [~~http~~:~~//www.hentaitube.tv/users/EOshea phone psychic~~]		{{unreferenced\|date=August 2012}}
			{{Odd polygon db\|Odd polygon stat table\|p19}}
			In [[geometry]], an '''enneadecagon''' is a [[polygon]] with 19 sides and angles. It is also known as an '''enneakaidecagon''' or a '''nonadecagon'''.

			The radius of the circumcircle of the [[regular polygon\|regular]] enneadecagon with side length ''t'' is
			:<math>R=\frac{t}{2} \csc \frac {180}{19}</math> (angle in degrees)

			The area of a regular enneadecagon, where ''t'' is the edge length, is
			:<math>\frac{19}{4}t^2 \cot \frac{\pi}{19}</math><br><math>\simeq 28.4652\,t^2.</math>

			==Construction==
			A regular enneadecagon ''cannot'' be [[constructible polygon\|constructed]] using a [[compass and straightedge]].

			===Petrie polygons===
			The regular enneadecagon is the [[Petrie polygon]] for one higher dimensional polytope, projected in a skew [[orthogonal projection]]:

			{\| class=wikitable
			\|- align=center
			\|[[File:18-simplex_t0.svg\|150px]]<br>[[18-simplex]] (18D)
			\|}

			==External links==
			*{{MathWorld\|title=Enneadecagon\|urlname=Enneadecagon}}

			[[Category:Polygons]]

			{{Polygons}}

			{{Elementary-geometry-stub}}

en>Abdul raja: fixed disamb link

2012-01-03T10:15:37Z

fixed disamb link

New page

The writer's name is Christy. To perform lacross is something he would by no means give up. For a while I've been in Mississippi but now I'm contemplating other choices. Office supervising is where my primary income comes from but I've always wanted my own business.<br><br>My web page; [http://www.hentaitube.tv/users/EOshea phone psychic]