Union
$$A \cup B =$$
{ avoidant, collaborative, competitive, dependent, forward/back, independent, left/right, participative, pitch, roll, up/down, yaw }
Symmetric Difference
$$A \ominus B =$$
{ avoidant, collaborative, competitive, dependent, forward/back, independent, left/right, participative, pitch, roll, up/down, yaw }
Cartesian Product
$$A \times B =$$
{ (avoidant, forward/back),
(avoidant, left/right),
(avoidant, pitch),
(avoidant, roll),
(avoidant, up/down),
(avoidant, yaw),
(collaborative, forward/back),
(collaborative, left/right),
(collaborative, pitch),
(collaborative, roll),
(collaborative, up/down),
(collaborative, yaw),
(competitive, forward/back),
(competitive, left/right),
(competitive, pitch),
(competitive, roll),
(competitive, up/down),
(competitive, yaw),
(dependent, forward/back),
(dependent, left/right),
(dependent, pitch),
(dependent, roll),
(dependent, up/down),
(dependent, yaw),
(independent, forward/back),
(independent, left/right),
(independent, pitch),
(independent, roll),
(independent, up/down),
(independent, yaw),
(participative, forward/back),
(participative, left/right),
(participative, pitch),
(participative, roll),
(participative, up/down),
(participative, yaw) }