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Quaternions 1

[3D Rotation Matrix] Quaternions

- It represents rotation without gimbal lock(2025.11.20 - [Autonomous Vehicle/Video Geometry] - [3D Rotation Matrix] Euler angle) and is stable for interpolation.A quaternion q is a 4D number:\[ q = q_{1}\mathbf{i} + q_{2}\mathbf{j} + q_{3}\mathbf{k} + q_{4} \] Or written as a vector: \[ q = [\, q_{1},\, q_{2},\, q_{3},\, q_{4} \,] \] Where: \[ -\ \mathbf{i},\ \mathbf{j},\ \mathbf{k} \text{ are ..

Autonomous Vehicle/Video Geometry 2025.11.21
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