I'm curious about the practical implications of using the de Casteljau algorithm, especially in terms of computational efficiency. Since it involves a recursive process, does this affect its performance when dealing with complex or highly detailed curves? In scenarios with a lot of curves or in real-time applications, the computational cost seems like it could cross the benefit/cost threshold. Are there common strategies or optimizations used in practice
, or is there alternative methods in these cases?
Hsong159
How does the de Casteljau algorithm ensure the stability of the curve evaluation?
I'm curious about the practical implications of using the de Casteljau algorithm, especially in terms of computational efficiency. Since it involves a recursive process, does this affect its performance when dealing with complex or highly detailed curves? In scenarios with a lot of curves or in real-time applications, the computational cost seems like it could cross the benefit/cost threshold. Are there common strategies or optimizations used in practice , or is there alternative methods in these cases?
How does the de Casteljau algorithm ensure the stability of the curve evaluation?