Pages that link to "Item:Q1754428"

The following pages link to Matrices \(A\) such that \(A^{s+1}R\) = \(RA^\ast\) with \(R^k = I\) (Q1754428):

Displaying 7 items.

• Matrices \(A\) such that \(RA = A^{s+1}R\) when \(R^k = I\) (Q389568) (← links)
• On a matrix group constructed from an \(\{ R,s+1,k \}\)-potent matrix (Q406486) (← links)
• Relations between \(\{ K; s+1\} \)-potent matrices and different classes of complex matrices (Q1940307) (← links)
• Spectral study of \(\{ R, s + 1, k \}\)- and \(\{R, s + 1, k, \ast \}\)-potent matrices (Q1989197) (← links)
• Classification of linear operators satisfying \((Au,v)=(u,a^rv)\) or \((Au,a^rv)=(u,v)\) on a vector space with indefinite scalar product (Q2228492) (← links)
• Matrices Satisfying AB - BA = I (Q3778877) (← links)
• The uniqueness of expression for generalized quadratic matrices (Q6595247) (← links)