[Cuis-dev] Bezier curve

[rabbit]

Sigh. There’s 5 Voronoi points to specify a 4D volume. How many control points for a 2D surface<3 points>? 3D volume<4 points>? 4D volume<5 points>?

🐰❤️‍🔥

—
Have a good one; keep it, light.
Kindly, rabbit . .. … ‘…^,^ 🐇🐇🐇

Sent from Callisto House mobile - Ganymede
:: decentralized mobile homeless solutions ::

On Thu, Mar 23, 2023 at 14:57, rabbit <rabbit at callistohouse.org> wrote:

> I apologize for not finishing my thought and wasting all these endangered electrons. Set them free!
>
> •••••>
>
> —
> Have a good one; keep it, light.
> Kindly, rabbit . .. … ‘…^,^ 🐇🐇🐇
>
> Sent from Callisto House mobile - Ganymede
> :: decentralized mobile homeless solutions ::
>
> On Thu, Mar 23, 2023 at 14:53, rabbit via Cuis-dev <cuis-dev at lists.cuis.st> wrote:
>
>> Awesomeness! How many control points needed in a 2D cubic Bezier surface?
>>
>> How many points for a 4D volume in Delaunay triangulation, for that matter…
>
> Or rather 4D points for a Voronoi volume. How many Bezier control points to describe its surface? Tak.
>
>> 🐰
>>
>> —
>> Have a good one; keep it, light.
>> Kindly, rabbit . .. … ‘…^,^ 🐇🐇🐇
>>
>> Sent from Callisto House mobile - Ganymede
>> :: decentralized mobile homeless solutions ::
>>
>> On Thu, Mar 23, 2023 at 14:50, Hilaire Fernandes via Cuis-dev <cuis-dev at lists.cuis.st> wrote:
>>
>>> Hi Juan,
>>>
>>> In Vector graphics, between quadratic and cubic Bezier curves is there a lot of difference in rendering time by Vector Graphics.
>>>
>>> I am planning to use a lot of Bezier curves to render hand written strokes.
>>>
>>> Thanks
>>>
>>> Hilaire
>>>
>>> --
>>> GNU Dr. Geo
>>> http://drgeo.eu
>>>
>>> http://blog.drgeo.eu
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