nag_opt_handle_set_quadmatineq (e04rpc) Example Program Data 5 : no of variables 0 : no of nonzeros in H matrix 0 0 : no of linear constraints and nnz in B 2 : no of matrix constraints 1.000000 0.000000 1.000000 0.000000 0.000000 : Linear obj. vector 2 : beginning of matrix constr 1, its dimension 9 8 : no of nonzeroes in all A_i, Q_ij 2 : number of nonzeros in A_0 1.000000 1 1 : Upper triangle of A_0 1.000000 2 2 : End of matrix A_0 2 : number of nonzeros in A_1 2.000000 1 1 : Upper triangle of A_1 -2.000000 1 2 : End of matrix A_1 3 : number of nonzeros in A_2 6.000000 1 1 : Upper triangle of A_2 5.000000 1 2 : in coordinate storage -4.000000 2 2 : End of matrix A_2 2 : number of nonzeros in A_3 3.000000 1 2 : Upper triangle of A_3 8.000000 2 2 : End of matrix A_3 0 : number of nonzeros in A_4 0 : number of nonzeros in A_5 6 : number of Q_ij matrices 1 4 : indices giving i & j for Q_ij 1 : number of nonzeros in Q_{1,4} 2.000000 1 1 : End of matrix Q_{1,4} 2 4 : indices giving i & j for Q_ij 2 : number of nonzeros in Q_{2,4} 2.000000 1 1 : Upper triangle of Q_{2,4} 1.000000 1 2 : End of matrix Q_{2,4} 3 4 : indices giving i & j for Q_ij 1 : number of nonzeros in Q_{3,4} 1.000000 1 2 : End of matrix Q_{3,4} 1 5 : indices giving i & j for Q_ij 1 : number of nonzeros in Q_{1,5} 1.000000 1 2 : End of matrix Q_{1,5} 2 5 : indices giving i & j for Q_ij 2 : number of nonzeros in Q_{2,5} 1.000000 1 2 : Upper triangle of Q_{2,5} 2.000000 2 2 : End of matrix Q_{2,5} 3 5 : indices giving i & j for Q_ij 1 : number of nonzeros in Q_{3,5} 2.000000 2 2 : End of matrix Q_{3,5} 2 : beginning of matrix constr 2, its dimension 5 0 : no of nonzeroes in all A_i, Q_ij 2 : number of nonzeros in A_0 1.000000 1 1 : Upper triangle of A_0 1.000000 2 2 : End of matrix A_0 1 : number of nonzeros in A_1 1.000000 1 1 : End of matrix A_1 1 : number of nonzeros in A_2 1.000000 1 2 : End of matrix A_2 1 : number of nonzeros in A_3 1.000000 2 2 : End of matrix A_3 0 : number of nonzeros in A_4 0 : number of nonzeros in A_5