Only 0 and 1 can be an eigenvalue of a projection, the corresponding eigenspaces are the kernel and range of the projection.
The corresponding eigenspaces are (respectively) the kernel and range of the projection. Only 0 and 1 can be an eigenvalue of a projection.
Only 0 and 1 can be an eigenvalue of a projection. The corresponding eigenspaces are (respectively) the kernel and range of the projection.
Only 0 and 1 can be an eigenvalue of a projection. The corresponding eigenspaces are (respectively) the kernel and range of the projection.