[NTG-context] Updated My Way on math alignment
Aditya Mahajan
adityam at umich.edu
Fri Aug 4 17:59:08 CEST 2006
Hi Wim,
On Fri, 4 Aug 2006, WN wrote:
> I have a question about \startcases .. \stopcases.
> I am trying to adjust the distance of the cases and the right brace, the
> left brace is empty,
> see example below. Is this possible ?
It is. You can do it in different ways, depending on what you like.
> % Example
> \starttext
> \startformula
> *\startcases[left={\left.},right={\right\}}]*
> \NC (\lambda + \mu ) \cdot a = \lambda \cdot a + \mu \cdot a \NC \NR
> \NC \lambda ( a + b ) = \lambda \cdot a + \lambda \cdot b \NC \NR
> \stopcases
> \text{(distributieve eigenschappen)}
> \stopformula
> \stoptext
\starttext
The original one.
\startformula
\startcases[left={\left.},right={\right\}}]
\NC (\lambda + \mu ) \cdot a = \lambda \cdot a + \mu \cdot a \NC \NR
\NC \lambda ( a + b ) = \lambda \cdot a + \lambda \cdot b \NC \NR
\stopcases
\text{(distributieve eigenschappen)}
\stopformula
You can reduce the \quotation{width} of the cases,
\startformula
\startcases[left={\left.},right={\right\}},numberdistance=0pt]
\NC (\lambda + \mu ) \cdot a = \lambda \cdot a + \mu \cdot a \NC \NR
\NC \lambda ( a + b ) = \lambda \cdot a + \lambda \cdot b \NC \NR
\stopcases
\text{(distributieve eigenschappen)}
\stopformula
or use a matrix (only one column)
\startformula
\startmatrix[left={\left.},right={\right\}}]
\NC (\lambda + \mu ) \cdot a = \lambda \cdot a + \mu \cdot a \NR
\NC \lambda ( a + b ) = \lambda \cdot a + \lambda \cdot b \NR
\stopmatrix
\text{(distributieve eigenschappen)}
\stopformula
maybe a right aligned one
\startformula
\startmatrix[left={\left.},right={\right\}},align=right]
\NC (\lambda + \mu ) \cdot a = \lambda \cdot a + \mu \cdot a \NR
\NC \lambda ( a + b ) = \lambda \cdot a + \lambda \cdot b \NR
\stopmatrix
\text{(distributieve eigenschappen)}
\stopformula
and this is how I would do it
\definemathmatrix[aligned][n=2,align={right,left},distance=0pt]
\startformula
\startaligned[left={\left.},right={\right\}}]
\NC (\lambda + \mu ) \cdot a \NC{} = \lambda \cdot a + \mu \cdot a
\NR
\NC \lambda ( a + b ) \NC {}= \lambda \cdot a + \lambda \cdot b
\NR
\stopaligned
\text{(distributieve eigenschappen)}
\stopformula
Aditya
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