The geometrical and Möbius-invariant properties of parabolic cycles
The geometrical and Möbius-invariant properties of parabolic cycles
Abstract We have studied parabolic cycles and given their equivalent matrix representations. Invariant properties of matrices under similarity have contributed to the Möbius-invariant properties in cycles. We have further discussed the inner product in the cycle space. Also, the geometrical properties of orthogonality and reflection have been studied to obtain …