Wavefunction
... of the term wavefunction refers to any vector or function which describes the state of ... Typically, a wavefunction is either: a complex vector with finitely many components $\backslash vec\; \backslash psi\; ...\; vdots\; \backslash \backslash \; c\_n\; \backslash end\{bmatrix\}$, a complex vector with infinitely many components $\backslash vec\; \backslash psi\; ...\; more\; real\; variables\; (a\; "continuously\; indexed"\; complex$vector) $\backslash psi(x\_1,\; \backslash ,\; \backslash ldots\; \backslash ,\; x\_n)$. In ... One particle in one spatial dimension The spacial wavefunction associated with a particle in ...
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Talk:Spin (physics)
... spin observables do form an operator valued vector space defined by $[J\_i,J\_j]=i\; ...\; s).\; Spin\; does\; not\; transform\; like\; a$vector, i.e. like the coordinates, under rotations ... strictly speaking, angular momentum is not a vector either; it is a pseudovector.) You are ... do form the basis of a 3-vector space. i.e. for the operator vector (or maybe a pseudovector?) as the ...
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List of file extensions by alphabet
... AFW Workplace;ABC FlowCharter 3.0 AI Vector graphics file;Adobe Ilustrator AIF see AIFF ... Novell NetWare CDM Music format (compressed); CDR Vector graphics format (drawing);CorelDraw! CDT Corel Draw ... Gateway Interface script; CGM Computer Graphics Metafile vector graphics;A&L - HG - many CH Clipper ... WordPerfect for Win DRV Driver; DRW Designer vector graphics file;Designer - MicroGraphix DS4 Vector graphics;Micrografx Designer 4.x DSC ...
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Electromagnetic Reverberation Chamber
... with a high Q factor. Thus, the spacial distribution of the electrical and magnetical field ... order to emphazise the used domain. Here, spacial domain (subscript $s$) means that ... tuner positions). General $\backslash vec\{E\}$: Vector ot the electric field. $\backslash vec\{H\}$: Vector ot the magnetic field. $E\_T,\backslash ,\; H\_T\; ...\; i.e.\; the\; magnitude\; of\; the\; field$vector. $E\_R,\backslash ,\; H\_R$: Field strength ( ...
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Fourth dimension
... directions (ana/kata) creating a hypercube. Concepts Vector spaces A vector space is a set of vectors, which ... think of this point as a geometric vector, like an arrow, it would have no length. This vector is called the zero vector and, on its own, is the ...
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Talk:Attractor
... trajectory - or more accurately, there is a vector field defined over the space, which can ... at least Lorenz attractor is a infinite "spacial" curve confined in a finite amount of ... Take a two-torus, give it a vector field corresponding to geodesic flow, and then ... smooth. I know that, as a force vector field, the phase space must have positive ... mean Peixoto's result on structurally stable vector fields on two-dimensional compact surfaces. ...
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Talk:Fourth dimension
... know that there are at least three spacial dimensions and one temporal. If there was actually four spacial dimensions then that would make time the ... be four (ie no fifth or higher spacial dimensions). -- Aceizace 18:27, 19 February 2006 ... is clear from the Pythagoras theorem and vector multiplication. The proof is as follows: The ... theorem proof resolves the logical contradiction between vector multiplication and the Pythagoras theorem and ...
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Talk:Ground Wave Emergency Network
... can be measured and an etheric hyper- spacial component that can only be measured by ... mathematical system available at that time before Vector Analysis was introduced by Oliver Heaviside. Today ... viewed by the altered equations that are vector-based as only a statistical change. The ...
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User talk:Harald88Archive1
... field. The inertia field is not a vector field, but a scalar field. The inertia ... field" which however can't be given spacial coordinates -- for if it does, it would ... field" which however can't be given spacial coordinates -- for if it does, it would ...
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Talk:Black hole
... the theory of relativity as any lightlike vector in spacetime is an eigenvector of the ... at some distance. For simplicity skip the spacial coordinates perpendicular to the (bent?) line of ... squares of the coordinate entries of the vector that results by taking the difference of ...
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