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DemetriSpanos
Oct 06, 2026
NOTimothyLottes
Oct 06, 2026
bonzajplc
Oct 06, 2026

cem_yuksel

14 items with this tag.

Aug 29, 2026
cem_yuksel
Jun 06, 2024
I will give a talk at #SIGGRAPH2024 about a new way of evaluating #Bezier #curves that I call Seiler's Interpolation, using half the linear interpolations of #deCasteljau's algorithm.
Jun 08, 2024
@cem_yuksel Nice, I'm not even super advanced in mathematics but once I saw the (1-t)t and tried a few values it made sense.
Jun 07, 2024
@cem_yuksel congrats
Jun 07, 2024
@cem_yuksel Cool, @FreyaHolmer will probably like this
Jun 07, 2024
@cem_yuksel Congrats! Maybe, you can test this interpolation with classical method in a mathematical software (i.e.
Jun 07, 2024
@cem_yuksel Any particular reason why you wouldn't define the curve with just Seiler points? I'm thinking, why bother with control points if they aren't needed to define the same curve?
Jun 07, 2024
@cem_yuksel This is really cool.
Jun 06, 2024
@cem_yuksel I love a 2 page paper.
Jun 06, 2024
@cem_yuksel Dope!
Jun 06, 2024
@cem_yuksel Just implemented it myself and looks great, thanks!
Jun 06, 2024
@cem_yuksel That's neat!
Jun 06, 2024
@cem_yuksel I'll be there! 🤩
Jun 06, 2024
@cem_yuksel Thanks! I loved how this interpolation exemplifies the intersection of mathematical ingenuity and practical application, revealing how a refined understanding of polynomial curves can lead to substantial performance optimizations in computational graphics

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