Gallium trichloride - Revision history

en>CheMoBot: Updating {{chembox}} (changes to watched fields) per Chem/Drugbox validation (report errors or bugs)

2014-11-30T03:31:32Z

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	~~Jayson Berryhill~~ is ~~how I'm called~~ and ~~my wife doesn't like it at all. Some time in the past he selected to live in North Carolina~~ and he ~~doesn~~'t ~~plan on altering it~~. ~~Office supervising~~ is exactly ~~[http://www.familysurvivalgroup.com/easy-methods-planting-looking-backyard/ accurate psychic readings]~~ where ~~her~~ main earnings ~~arrives~~ from ~~but she's already utilized for another 1~~. ~~To play lacross is the thing I [http://www.010-5260-5333.com/index.php?document_srl=1880&mid=board_ALMP66 best psychic] love most of all~~.<br><br>~~Check out~~ my ~~website free tarot readings (~~[http://~~myoceancounty~~.~~net~~/~~groups/apply-these-guidelines-when-gardening-and-grow/ http://myoceancounty.net~~/])		Andrew Simcox is the name his mothers and fathers gave him and he totally enjoys this title. What I adore performing is soccer but I don't have the time lately. Credit authorising is exactly where my main earnings comes from. Her family lives in Ohio.<br><br>my webpage :: are psychics real, [http://galab-work.cs.pusan.ac.kr/Sol09B/?document_srl=1489804 resource for this article],

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2014-02-27T00:35:25Z

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	~~In [[mathematics]], a [[partial order]] < on a set ''X''~~ is ~~said to be~~ ''~~'dense''' if, for~~ all ~~''x'' and ''y''~~ in ~~''X'' for which ''x'' < ''y'', there is a ''z''~~ in '~~'X'' such that ''x'' < ''z'' < ''y''~~.		Jayson Berryhill is how I'm called and my wife doesn't like it at all. Some time in the past he selected to live in North Carolina and he doesn't plan on altering it. Office supervising is exactly [http://www.familysurvivalgroup.com/easy-methods-planting-looking-backyard/ accurate psychic readings] where her main earnings arrives from but she's already utilized for another 1. To play lacross is the thing I [http://www.010-5260-5333.com/index.php?document_srl=1880&mid=board_ALMP66 best psychic] love most of all.<br><br>Check out my website free tarot readings ([http://myoceancounty.net/groups/apply-these-guidelines-when-gardening-and-grow/ http://myoceancounty.net/])

	~~The~~ [~~[rational number]~~]s ~~with the ordinary ordering are a densely ordered set in this sense, as are~~ the [~~[real number]]s~~. ~~On the other hand, the ordinary ordering on the [[integer]]s is not dense~~.

	~~==Generalizations~~==
	~~Any [[binary relation]~~] ~~''R'' is said to be ''dense'' if, for~~ all ''R''-related ''x'' and ''y'', there is a ''z'' such that ''x'' and ''z'' and also ''z'' and ''y'' are ''R''-related.{{Citation needed\|reason=There are reasonable, inequivalent alternatives, so a source should be given.~~\|date=March 2012}} Formally:~~
	: <~~math~~> ~~\forall x\ \forall y\ xRy\Rightarrow (\exists z\ xRz \land zRy).~~<~~/math~~>

	~~Every~~ [~~[reflexive relation]] is dense~~. ~~A strict [[partial order]] < is a dense order [[iff]] < is a dense relation.~~

	~~==See also==~~
	*[[Dense set]]
	*[[Dense-in-~~itself]]~~
	*[[Kripke semantics]]

	~~== References ==~~
	* [[David Harel]], [[Dexter Kozen]], Jerzy Tiuryn, ''Dynamic logic'', MIT Press, 2000, ISBN 0-~~262~~-~~08289~~-~~6, p~~.~~ 6ff~~

	~~[[Category:Mathematical relations~~]]
	~~[[Category:Order theory]]~~

	~~{{mathlogic-stub}}~~

en>Addbot: Bot: Migrating 7 interwiki links, now provided by Wikidata on d:q31153 (Report Errors)

2013-02-26T11:03:08Z

Bot: Migrating 7 interwiki links, now provided by Wikidata on d:q31153 (Report Errors)

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	~~Hello~~ and ~~welcome~~. ~~My title~~ is ~~Numbers Wunder~~. ~~Bookkeeping~~ is ~~what I do. To collect cash~~ is a ~~factor~~ that I'~~m totally addicted to. South Dakota is exactly where me~~ and ~~my husband live~~ and ~~my family loves it~~.<br><br>~~My weblog -~~ [~~http://glskating~~.~~com/groups/stay~~-~~yeast~~-~~infection~~-~~free~~-~~with~~-~~these-helpful~~-~~suggestions/ over the counter std test]~~		In [[mathematics]], a [[partial order]] < on a set ''X'' is said to be '''dense''' if, for all ''x'' and ''y'' in ''X'' for which ''x'' < ''y'', there is a ''z'' in ''X'' such that ''x'' < ''z'' < ''y''.

			The [[rational number]]s with the ordinary ordering are a densely ordered set in this sense, as are the [[real number]]s. On the other hand, the ordinary ordering on the [[integer]]s is not dense.

			==Generalizations==
			Any [[binary relation]] ''R'' is said to be ''dense'' if, for all ''R''-related ''x'' and ''y'', there is a ''z'' such that ''x'' and ''z'' and also ''z'' and ''y'' are ''R''-related.{{Citation needed\|reason=There are reasonable, inequivalent alternatives, so a source should be given.\|date=March 2012}} Formally:
			: <math> \forall x\ \forall y\ xRy\Rightarrow (\exists z\ xRz \land zRy).</math>

			Every [[reflexive relation]] is dense. A strict [[partial order]] < is a dense order [[iff]] < is a dense relation.

			==See also==
			*[[Dense set]]
			*[[Dense-in-itself]]
			*[[Kripke semantics]]

			== References ==
			* [[David Harel]], [[Dexter Kozen]], Jerzy Tiuryn, ''Dynamic logic'', MIT Press, 2000, ISBN 0-262-08289-6, p. 6ff

			[[Category:Mathematical relations]]
			[[Category:Order theory]]

			{{mathlogic-stub}}

en>Firilacroco: +ro

2012-07-16T08:24:56Z

+ro

New page

Hello and welcome. My title is Numbers Wunder. Bookkeeping is what I do. To collect cash is a factor that I'm totally addicted to. South Dakota is exactly where me and my husband live and my family loves it.<br><br>My weblog - [http://glskating.com/groups/stay-yeast-infection-free-with-these-helpful-suggestions/ over the counter std test]