Re: about contibuting to octave

[xianghang liu]

On Thu, Mar 12, 2009 at 5:02 PM, Michael Goffioul <address@hidden> wrote:

On Thu, Mar 12, 2009 at 8:53 AM, Ben Abbott <address@hidden> wrote:
>
> On Mar 11, 2009, at 2:37 PM, xianghang liu wrote:
>
>> Two functions below are two methods of computing bounding box of a text
>> object. I wrote them following algorithms used in GD and Freetype. Only a
>> slight diiference is between them. It is the computation of bounding box of
>> a charachter. And the final result of them are slightly different as well.
>> Please tell me if you find any mistakes or have suggestions.
>
> I'm confused by what is meant by "bounding box", and as I'm unfamiliar with
> FreeType (and have poor c++ skills) I'm uncertain that this implementation
> will result in what is expected for the text object property, "extent".
>
> Consider the three examples below (from Matlab).
>
>>> h1 = text(0,0,'_','interpreter','none','units','points','fontsize',12);
>>> h2 = text(0,0,'|','interpreter','none','units','points','fontsize',12);
>>> h3 = text(0,0,'-','interpreter','none','units','points','fontsize',12);
>>> get(h1,'extent')
>
> ans =
>
>            0         -8.8          8.8           16
>
>>> get(h2,'extent')
>
> ans =
>
>            0         -8.8          5.6           16
>
>>> get(h3,'extent')
>
> ans =
>
>            0         -8.8          6.4           16
>
> The choice of character only impacts the width of the extent. The lower left
> corner and height of the extent is constant.

I guess y and h (assuming the extent is [x y w h]) are
considered constant for a given font and computed from the
font ascent, descent and height ((0,0) being the baseline).
While the width is string dependent.

Does the extent takes the margin property into account?

Michael.

I guess some futher transformations, such as translation, rotation and scale transformation might be needed. Because we need to transform it to the coordinate system of the figure.  I used the following script in matlab:
>plot(0:pi/20:2*pi,sin(0:pi/20:2*pi))
>h = text(pi,0,' {\itAe}^{-\alpha\itt}sin\beta{\itt}\alpha<<\beta','FontSize',18)
>ext = get(h,'extent');
>hold on,rectangle('Position',ext)

I would like to do some experiments of coordinate transformation and try to solve this problem.
-- 
Xianghang Liu