bernoli123 Messages 11 Reaction score 0 Thread starter Apr 30, 2011 #1 how can we prove that the rank of skew symmetric matrix is even i could prove it by induction is there another way
how can we prove that the rank of skew symmetric matrix is even i could prove it by induction is there another way
bernoli123 Messages 11 Reaction score 0 Apr 30, 2011 #2 what about thinking of rank-nullity theory since the dimension of this skew-symmetric matrix=n(n-1)/2 but how to calculate the dim of the AX=0
what about thinking of rank-nullity theory since the dimension of this skew-symmetric matrix=n(n-1)/2 but how to calculate the dim of the AX=0