Pages that link to "Item:Q417518"

The following pages link to Every invertible matrix is diagonally equivalent to a matrix with distinct eigenvalues (Q417518):

Displaying 8 items.

• Is every nonsingular matrix diagonally equivalent to a matrix with all distinct eigenvalues? (Q648930) (← links)
• The moment and Gram matrices, distinct eigenvalues and zeroes, and rational criteria for diagonalizability (Q1964335) (← links)
• On the separation of eigenvalues by the permutation group (Q2017196) (← links)
• On separation of eigenvalues by certain matrix subgroups (Q2442230) (← links)
• Sign patterns that allow diagonalizability revisited (Q2851011) (← links)
• Matrices with few nonzero principal minors (Q4640106) (← links)
• Sign patterns associated with some graphs that allow or require diagonalizability (Q5071134) (← links)
• Reidemeister spectrum of special and general linear groups over some fields contains 1 (Q5230120) (← links)