= Three-dimensional rotation operator
{wiki=Three-dimensional_rotation_operator}
The three-dimensional rotation operator is a mathematical construct used in physics and mathematics to describe how an object can be rotated in three-dimensional space. In the context of quantum mechanics, it is specifically connected to the representation of rotations in a Hilbert space, often described using the formalism of linear algebra. \#\#\# Representation in Matrix Form In three-dimensional space, any rotation can be represented by a rotation matrix.
Back to article page
