begin begin begin begin begin_bd begin_bd begin_bd begin_bd begin_f begin_f begin_f begin_f bidirectional_iterator const_bidirectional_iterator const_forward_iterator const_iterator const_reverse_bidirectional_iterator const_reverse_iterator copy copy detach end end end end end_bd end_bd end_bd end_bd end_f end_f end_f end_f equals equals forward_iterator getArray isDiagonal isIdentity isLowerTriangular isSingular isSkewSymmetric isSymmetric isUpperTriangular isZero iterator kronecker kronecker Matrix Matrix Matrix Matrix Matrix Matrix Matrix Matrix Matrix operator%= operator%= operator&= operator&= operator() operator() operator() operator() operator() operator() operator() operator() operator() operator() operator*= operator*= operator+= operator+= operator-= operator-= operator/= operator/= operator= operator= operator= operator= operator[] operator[] operator^= operator^= operator|= operator|= rbegin rbegin rbegin rbegin rbegin_bd rbegin_bd rbegin_bd rbegin_bd reference rend rend rend rend rend_bd rend_bd rend_bd rend_bd resize resize2Match reverse_bidirectional_iterator reverse_iterator save swap ttype ~Matrix

template<typename T_type = double, matrix_order ORDER = Col, matrix_style STYLE = Concrete> bool scythe::Matrix< T_type, ORDER, STYLE >::isSkewSymmetric ( ) const [inline] Returns true if this Matrix is equal to its negated transpose. A Matrix is skew symmetric when or, equivalently, . In simple terms, this means that the (i, j)th element of the Matrix is equal to the negation of the (j, i)th element for all i, j. See also: isSymmetric()