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Are the principal diagonal elements of a skew-symmetric matrix are always zero?
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no
principle diagonal may have any values
but i have a book which says that in particular if {i=j} then, {aii}={-aii}=>{2aii}=0=>{aii}=o
no this is not right :)
k! but what does it mean {i=j}
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ya as the matrix must be square
k! thanx
u r welcome
Yes, it's always zero. Your book is right.
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no it will be zeros only in case of zero matrix
It will be Zero for any skew symmetric matrix.
you are right I am sorry
@maheshmeghwal9
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