Damage per second - Revision history

en>Yobot: Tagging using AWB (10703)

2015-01-07T09:37:22Z

Tagging using AWB (10703)

← Older revision		Revision as of 11:37, 7 January 2015
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	~~{{Orphan\|date=February 2009}}~~		Greetings! I am Myrtle Shroyer. He is really fond of performing ceramics but he is struggling to discover time for it. California is our birth location. For years he's been working as a receptionist.<br><br>Take a look at my web blog - [http://Wmazowiecku.pl/stay-yeast-infection-free-using-these-helpful-suggestions/ wmazowiecku.pl]
	~~{{Unreferenced\|date=February 2007}}~~

	~~In [[theoretical physics]], a '''constraint algebra'''~~ is ~~a linear space~~ of ~~all [[Constraint (mathematics)\|constraint]]s and all of their polynomial functions or functionals whose action on the physical vectors of the [[Hilbert space]] should be equal~~ to ~~zero.~~

	~~For example, in electromagnetism, the equation~~ for ~~the [[Gauss' law]]~~
	~~:<math>\nabla\cdot \vec E = \rho</math>~~
	~~is an equation of motion that does not include any time derivatives~~. ~~This is why it~~ is ~~counted as a constraint, not a dynamical equation of motion~~. ~~In [[quantum electrodynamics]], one first constructs a Hilbert space in which Gauss~~' ~~law does not hold automatically. The true Hilbert space of physical states is constructed~~ as a ~~subspace of the original Hilbert space of vectors that satisfy~~
	:<~~math~~>~~(\nabla\cdot \vec E(x) - \rho(x)) \|\psi\rangle = 0.~~<~~/math~~>
	~~In more general theories, the constraint algebra may be~~ a [~~[noncommutative algebra]]~~.

	~~== See also ==~~
	*[[First class constraints]]

	~~[[Category:Quantum mechanics]]~~
	~~[[Category:Quantum field theory~~]]

	~~{{phys-stub}}~~

80.187.106.161: Mobbing removed

2014-01-12T08:24:02Z

Mobbing removed

← Older revision		Revision as of 10:24, 12 January 2014
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	~~Hello~~ and ~~welcome~~. ~~My name~~ is ~~Irwin and I totally dig~~ that ~~title~~. ~~North Dakota~~ is ~~where me and my spouse reside~~. ~~Body developing is what my family members and I enjoy~~. ~~He utilized to be unemployed but now he~~ is a ~~computer operator but his promotion never comes.~~<br><br>~~Here is my website~~: [~~http~~:~~//www.gaysphere.net/blog/297540 over the counter std test~~]		{{Orphan\|date=February 2009}}
			{{Unreferenced\|date=February 2007}}

			In [[theoretical physics]], a '''constraint algebra''' is a linear space of all [[Constraint (mathematics)\|constraint]]s and all of their polynomial functions or functionals whose action on the physical vectors of the [[Hilbert space]] should be equal to zero.

			For example, in electromagnetism, the equation for the [[Gauss' law]]
			:<math>\nabla\cdot \vec E = \rho</math>
			is an equation of motion that does not include any time derivatives. This is why it is counted as a constraint, not a dynamical equation of motion. In [[quantum electrodynamics]], one first constructs a Hilbert space in which Gauss' law does not hold automatically. The true Hilbert space of physical states is constructed as a subspace of the original Hilbert space of vectors that satisfy
			:<math>(\nabla\cdot \vec E(x) - \rho(x)) \|\psi\rangle = 0.</math>
			In more general theories, the constraint algebra may be a [[noncommutative algebra]].

			== See also ==
			*[[First class constraints]]

			[[Category:Quantum mechanics]]
			[[Category:Quantum field theory]]

			{{phys-stub}}

en>Axhawk: /* Other calculation method */

2012-05-13T05:27:29Z

Other calculation method

New page

Hello and welcome. My name is Irwin and I totally dig that title. North Dakota is where me and my spouse reside. Body developing is what my family members and I enjoy. He utilized to be unemployed but now he is a computer operator but his promotion never comes.<br><br>Here is my website: [http://www.gaysphere.net/blog/297540 over the counter std test]