$ \[  \left| \begin{array}{ccc} \vec{u_0} & \vec{b_0} & \vec{p} - \vec{b}  \end{array} \right| = \left\{ \begin{array}{cl} = 0 & \mbox{\rm linear dependent} \\ & \mbox{\rm g and h are intersecting}\\ \neq 0 & \mbox{\rm linear independent} \\ & \mbox{\rm g and h are skew} \end{array} \right. \] $

$ \mbox{\rm where } g: \vec{x} = \vec{p} + \mu \vec{u_0} $ $\mbox{\rm and  } g: \vec{r} = \vec{a} + \lambda \vec{b_0}$

...Back to Vertex Finding

-- PeterZumbruch - 24 Feb 2004
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This topic: Homepages > WebHome > HomepagePeterZumbruch > VertexFindingPeterZumbruch > VertexFindingSkewnessPeterZumbruch
Topic revision: 29 Jun 2005, PeterZumbruch
 
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