Re: [NTG-context] vertical alignment problem in column items

2012-11-17 Thread Jeong Dal
Dear Otared,

Thank you for detailed explanations.

I got the same results as you explained.
There may be something which controls the vertical spaces in columns.
I believe that it will be resolved soon.

Best regards,

Dalyoung
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Re: [NTG-context] vertical alignment problem in column items

2012-11-16 Thread Otared Kavian
Hi Dalyoung,

I think that there must be a small bug in mkiv regarding itemize in columns, 
but at the same time I think that the problem comes from the fact that in your 
example you use inline maths and fractions: this perturbs the way the 
horizontal and vertical distances are calculated by mkiv. It seems that mkiv 
considers there is not enough horizontal space to put the four items in a row.
If you use two columns the problem is solved, as you can see in the following 
examples (please typest it both with mkii and mkiv to see the differences).
Best regards: OK
%%% begin itemize-dist-bug.tex
\starttext

\setupitemize[1][n] % first level itemize

\setupitemize[2][a,paragraph,columns][stopper=)] % second level itemize
%If you want more than two columns by default add n=x

\startitemize
\item Item one
\item Find a well-ordered set:
\startitemize[n=4] % --- gives correct output both in mkii and mkiv
\item sub-one
\item sub-two
\item sub-three
\item sub-four
\stopitemize
\hairline
\startitemize[n=4] % --- gives correct output in mkii, but not in mkiv
\item $\{ 2 + \frac{1}{n}, n \in\naturalnumbers\}$
\item $[0, 1)$
\item $\{3 - \frac{2}{n}, n \in \naturalnumbers\}$
\item $ \reals$
\stopitemize
\hairline
\startitemize[n=4] % --- gives incorrect output both in mkii and mkiv
\item $\{ 2 + n^{-1}, n \in\naturalnumbers\}$
\item $[0, 1)$
\item $\{3 - 2n^{-1}, n \in \naturalnumbers\}$
\item $ \reals$
\stopitemize
\hairline
\startitemize[n=2] % --- gives correct output both in mkii and mkiv
\item sub-one
\item sub-two
\item sub-three
\item sub-four
\stopitemize

\hairline
\startitemize[n=2] % --- gives correct output both in mkii and in mkiv
\item $\{ 2 + \frac{1}{n}, n \in\naturalnumbers\}$
\item $[0, 1)$
\item $\{3 - \frac{2}{n}, n \in \naturalnumbers\}$
\item $ \reals$
\stopitemize

\hairline
\startitemize[n=2] % --- gives correct output both in mkii and mkiv
\item $\{ 2 + n^{-1}, n \in\naturalnumbers\}$
\item $[0, 1)$
\item $\{3 - 2n^{-1}, n \in \naturalnumbers\}$
\item $ \reals$
\stopitemize
\hairline

\stoptext
%%% end itemize-dist-bug.tex

Best regards: OK

On 17 nov. 2012, at 05:03, Jeong Dal hak...@me.com wrote:

 Dear all,
 
 In the following example, the vertical alignment of items looks strange.
 
 I wonder it is my only problem.
 Is there anything what I have to do to correct it?
 
 Thank you.
 
 Best regards,
 
 Dalyoung
 
 % sample code
 
 \starttext
 \startitemize
 
 \item Find a well-ordered set.
 
 \startitemize[n, columns, four][stopper=,left=(, right=)]
 \item $\{ 2 + \frac{1}{n}, n \in\naturalnumbers\}$
 \item $[0, 1)$
 \item $\{3 - \frac{2}{n}, n \in \naturalnumbers\}$
 \item $ \reals$
 \stopitemize
 \stopitemize
 \stoptext 
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