Objective
- Given a set of key-positions (positions+time) we want to find an interpolating space-time curve
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Input
\((p_i,t_i), i \in [0,N-1] \)
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Output
- Space time curve \(p(t), t\in[t_0,t_{N-1}]\)
- Space time curve \(p(t_i)=p_i\)
2/15
1 - Interpolate positions
2 - Objective
3 - Linear Interpolation
4 - Smooth curve
5 - Lagrange polynomial interpolation
6 - Lagrange polynomial interpolation : Comparison
7 - Spline
8 - Hermite interpolation
9 - Interpolating curve
10 - Wrap-up Algorithm
11 - Limitation of cubic curve interpolation
12 - Curve editing
13 - Usage of keyframes interpolation
14 - Multi-target blending
15 - Blend shapes