Consistent hashing - Revision history

en>Gilo1969: fix citation(s) with wikilink(s) embedded in URL title

2014-12-08T10:37:38Z

fix citation(s) with wikilink(s) embedded in URL title

← Older revision		Revision as of 12:37, 8 December 2014
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	Alyson ~~is what live psychic reading, [https://www-Ocl.Gist.ac.kr/work/xe/?document_srl=605236 click the up coming web site], my husband loves to call me but~~ I ~~don't like~~ when ~~individuals use my full title. Kentucky good psychic - [http://www.january-yjm.com/xe/index.php?mid=video&document_srl=158289 http://www~~.~~january-yjm.com/xe/index.php?mid=video&document_srl=158289],~~ is ~~exactly where~~ I've usually ~~been living~~. ~~The favorite pastime for him~~ and ~~his kids is to play lacross~~ and ~~he would~~ by ~~no means give it up~~. ~~My working day occupation~~ is ~~an information officer but~~ I~~'ve currently applied for an additional one~~.<br><br>my ~~homepage -~~ [http://~~galab-work~~.cs.~~pusan.ac.kr~~/~~Sol09B~~/~~?document_srl=1489804 online~~ psychic]		Hi there, I am Alyson Pomerleau and I think it seems quite good when you say it. Invoicing is what I do for a living but I've usually needed my personal business. Some time in the past she selected to reside in Alaska and her mothers and fathers reside close by. To play domino is some thing I really appreciate doing.<br><br>Have a look at my web blog :: [http://formalarmour.com/index.php?do=/profile-26947/info/ real psychic]

122.162.31.43: /* External links */ the ruby link is invalid

2014-02-22T07:52:03Z

External links: the ruby link is invalid

← Older revision		Revision as of 09:52, 22 February 2014
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	~~{{Expert-subject\|Mathematics\|date=February 2009}}~~		Alyson is what live psychic reading, [https://www-Ocl.Gist.ac.kr/work/xe/?document_srl=605236 click the up coming web site], my husband loves to call me but I don't like when individuals use my full title. Kentucky good psychic - [http://www.january-yjm.com/xe/index.php?mid=video&document_srl=158289 http://www.january-yjm.com/xe/index.php?mid=video&document_srl=158289], is exactly where I've usually been living. The favorite pastime for him and his kids is to play lacross and he would by no means give it up. My working day occupation is an information officer but I've currently applied for an additional one.<br><br>my homepage - [http://galab-work.cs.pusan.ac.kr/Sol09B/?document_srl=1489804 online psychic]

	~~In [[mathematics]], the term '''simplicial manifold''' commonly refers to either of two different types of objects~~, ~~which combine attributes of a~~ [~~[simplex]] with those of a [[manifold]]~~. ~~Briefly; a simplex is a generalization of~~ the ~~concept of a [[triangle~~]~~] into forms with more~~, ~~or fewer, than two dimensions~~. ~~Accordingly, a 3~~-~~simplex is the figure known as a~~ [~~[tetrahedron]]~~. ~~A manifold is simply a space which appears to be [[Euclidean space\|Euclidean]] (following the laws of ordinary geometry, or more generally a flat [[Pseudo-Riemannian manifold\|Pseudo~~-~~Riemannian]] space) in a given [[Neighborhood (mathematics)\|local neighborhood]], though it can be greatly more complicated overall~~. ~~The combination of these concepts gives us two useful definitions~~.

	==~~A manifold made out of simplices==~~
	~~A simplicial manifold is a [[simplicial complex]] for which the [[geometric realization]] is [[homeomorphic]] to a [[topological manifold]]~~. ~~This can mean simply that a [[neighborhood (mathematics)\|neighborhood]] of each vertex (i~~.e. ~~the set of [[simplices~~]~~] that contain that point as a vertex)~~ is ~~[[homeomorphic]] to a~~ '~~'n''-dimensional [[ball (mathematics)\|ball]]~~.

	~~A manifold made from simplices can be locally flat, or can approximate a smooth curve, just as a large [[geodesic dome]] appears relatively flat over small areas,~~ and ~~approximates a [[Sphere\|hemisphere]] over its full extent. One can generalize this concept~~ to ~~more dimensions and other kinds of curved surfaces which makes it useful in various kinds of [[Computer simulation\|simulations]].~~

	~~This notion of simplicial manifold is important in [[Regge calculus]]~~ and ~~[[Causal dynamical triangulation]]s as a way to discretize [[spacetime]]~~ by ~~[[Triangulation (geometry)\|triangulating]]~~ it. ~~A simplicial manifold with a metric~~ is ~~called a [[piecewise linear space]].~~

	~~==A simplicial object built from manifolds==~~
	~~A simplicial manifold is also a [[simplicial object]] in the [[category (mathematics)\|category]] of [[manifold]]s. This is a special case of a [[simplicial space]] in which,~~ for ~~each ''n'', the space of ''n''-simplices is a manifold~~.

	~~For example, if ''G'' is a [[Lie group]], then the [[nerve (category theory)\|simplicial nerve]] of ''G'' has the manifold~~ <~~math~~>~~G^n~~</~~math> as its space of ''n''~~-~~simplices~~. ~~More generally, ''G'' can be a [[Lie groupoid]]~~.

	~~[[Category:Structures on manifolds]]~~
	~~[[Category:Simplicial sets]~~]


	~~{{Geometry-stub}}~~

158.130.108.128: improved readability

2013-12-02T22:42:09Z

improved readability

← Older revision		Revision as of 00:42, 3 December 2013
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	[~~http://galab-work~~.cs.~~pusan.ac.kr/Sol09B/?document_srl=1489804 phone psychic~~] ~~Hi there~~. ~~My title~~ is ~~Sophia real psychic readings~~ ([~~http://www~~.~~aseandate~~.~~com/index.php?m~~=~~member_profile&p~~=~~profile&id~~=~~13352970 www~~.~~aseandate~~.~~com~~]) ~~Meagher although it~~ is ~~not the name on my birth certificate. For~~ a ~~while I~~'~~ve been in Mississippi but now I~~'~~m contemplating other choices~~. ~~Since I was eighteen I've been operating~~ as a ~~bookkeeper but quickly my wife~~ and ~~I will begin our own business~~. ~~It'~~s ~~not~~ a ~~common factor but what she likes performing~~ is ~~to play domino but she doesn~~'~~t have~~ the ~~time recently~~.<br><br>~~Look into my page~~ [~~http~~:~~//ustanford.com/index.php?do=/profile~~-~~38218/info/ psychic love readings]~~		{{Expert-subject\|Mathematics\|date=February 2009}}

			In [[mathematics]], the term '''simplicial manifold''' commonly refers to either of two different types of objects, which combine attributes of a [[simplex]] with those of a [[manifold]]. Briefly; a simplex is a generalization of the concept of a [[triangle]] into forms with more, or fewer, than two dimensions. Accordingly, a 3-simplex is the figure known as a [[tetrahedron]]. A manifold is simply a space which appears to be [[Euclidean space\|Euclidean]] (following the laws of ordinary geometry, or more generally a flat [[Pseudo-Riemannian manifold\|Pseudo-Riemannian]] space) in a given [[Neighborhood (mathematics)\|local neighborhood]], though it can be greatly more complicated overall. The combination of these concepts gives us two useful definitions.

			==A manifold made out of simplices==
			A simplicial manifold is a [[simplicial complex]] for which the [[geometric realization]] is [[homeomorphic]] to a [[topological manifold]]. This can mean simply that a [[neighborhood (mathematics)\|neighborhood]] of each vertex (i.e. the set of [[simplices]] that contain that point as a vertex) is [[homeomorphic]] to a ''n''-dimensional [[ball (mathematics)\|ball]].

			A manifold made from simplices can be locally flat, or can approximate a smooth curve, just as a large [[geodesic dome]] appears relatively flat over small areas, and approximates a [[Sphere\|hemisphere]] over its full extent. One can generalize this concept to more dimensions and other kinds of curved surfaces which makes it useful in various kinds of [[Computer simulation\|simulations]].

			This notion of simplicial manifold is important in [[Regge calculus]] and [[Causal dynamical triangulation]]s as a way to discretize [[spacetime]] by [[Triangulation (geometry)\|triangulating]] it. A simplicial manifold with a metric is called a [[piecewise linear space]].

			==A simplicial object built from manifolds==
			A simplicial manifold is also a [[simplicial object]] in the [[category (mathematics)\|category]] of [[manifold]]s. This is a special case of a [[simplicial space]] in which, for each ''n'', the space of ''n''-simplices is a manifold.

			For example, if ''G'' is a [[Lie group]], then the [[nerve (category theory)\|simplicial nerve]] of ''G'' has the manifold <math>G^n</math> as its space of ''n''-simplices. More generally, ''G'' can be a [[Lie groupoid]].

			[[Category:Structures on manifolds]]
			[[Category:Simplicial sets]]


			{{Geometry-stub}}

en>SmallRepair: /* History */ removed extraordinary claim about proprietary Super Proxy Script with the dead link.

2012-08-10T21:56:30Z

History: removed extraordinary claim about proprietary Super Proxy Script with the dead link.

New page

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