Thanks Stephen. That looks like nice clean code too!
Cheers
Pete
On Tue, Sep 18, 2012 at 9:59 AM, Stephen Haywood <
step...@averagesecurityguy.info> wrote:
> Someone has already tried. https://github.com/sebleier/RDP
>
>
> On Mon, Sep 17, 2012 at 5:50 PM, Pete O'Connell
> wrote:
>
>> When I ha
Someone has already tried. https://github.com/sebleier/RDP
On Mon, Sep 17, 2012 at 5:50 PM, Pete O'Connell wrote:
> When I have a bit more time I am going to try to implement the
> Ramer–Douglas–Peucker algorithm to improve the accuracy of my curve
> simplification:
>
> http://en.wikipedia.org/w
> 1) You have a Bezier curver consisting of 20 control points and would like
> to
> approximate it with a simpler cubic Bezier curve consisting of only 4
> points.
> I would call this "approximating a Bezier with a lower order Bezier".
>
> Hi Oscar. Thanks for your reply. This one above is the one
On 2012-09-17, Steven D'Aprano wrote:
> On 17/09/12 11:15, Pete O'Connell wrote:
>> Hi, I have a bezier line with 20 points on it and I am trying to reduce
>> this to a line with 4 points, keeping the first and last points and 2
>> evenly spaced points in between like so:
>
> In general in Python,
On 17/09/12 11:15, Pete O'Connell wrote:
Hi, I have a bezier line with 20 points on it and I am trying to reduce
this to a line with 4 points, keeping the first and last points and 2
evenly spaced points in between like so:
In general in Python, it is faster and much easier to create a new list
Ah of course. Thanks very much Oscar!
Pete
On Mon, Sep 17, 2012 at 1:29 PM, Oscar Benjamin
wrote:
> On 17 September 2012 02:15, Pete O'Connell wrote:
>
>> Hi, I have a bezier line with 20 points on it and I am trying to reduce
>> this to a line with 4 points, keeping the first and last points an
On 17 September 2012 02:15, Pete O'Connell wrote:
> Hi, I have a bezier line with 20 points on it and I am trying to reduce
> this to a line with 4 points, keeping the first and last points and 2
> evenly spaced points in between like so:
> **
> becomes:
> *. . .
