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Classic: In the Tait-Bryan convention, each of the three angles in a Euler angle triplet defines the rotation around a different Cartesian axis. For example, the first angle may specify the rotation around the z axis, the second around the y axis, and the third around the x axis.
There are six possible Cardan sequences: X-Y-Z, X-Z-Y, Y-X-Z, Y-Z-X, Z-X-Y, Z-Y-X. With either kind of sequence, the rotation can be represented by multiplying three rotation matrices.
The only difference is that TaitBryan angles represent rotations about three distinct axes (e.g. x-y-z, or x-y-z), while proper Euler angles use the same axis for both the first and third elemental rotations (e.g., z-x-z, or z-x-z).
The Euler or Tait-Bryan angles (, , ) are the amplitudes of these elemental rotations. For instance, the target orientation can be docHubed as follows: The XYZ system rotates by about the Z axis (which coincides with the z axis). The X axis now lies on the line of nodes.
The small Davenport constant is the maximal integer ℓ such that there is a sequence over G of length ℓ which has no non-trivial product-one subsequence. The large Davenport constant is the maximal length of all minimal product-one sequences.