|
| Field |
Description |
|
|
| |
Name |
Problem name. |
| |
| P |
Problem number. |
| probType |
TOMNET problem type, according to Table 1. |
| |
| Solver |
Solver used. |
| SolverAlgorithm |
Solver algorithm used. |
| solvType |
TOMNET solver type. |
| |
| ExitFlag |
0 if convergence to local min. Otherwise errors. |
| ExitText |
Text string describing the result of the optimization. |
| Inform |
Information parameter, type of convergence. |
| |
| CPUtime |
CPU time used in seconds. |
| REALtime |
Real time elapsed in seconds. |
| |
| Iter |
Number of major iterations. |
| MinorIter |
Number of minor iterations (for some solvers). |
| |
| maxTri |
Maximum rectangle size. |
| |
| FuncEv |
Number of function evaluations needed. |
| GradEv |
Number of gradient evaluations needed. |
| HessEv |
Number of Hessian evaluations needed. |
| ConstrEv |
Number of constraint evaluations needed. |
| ConJacEv |
Number of constraint Jacobian evaluations needed. |
| ConHessEv |
Number of nonlinear constraint Hessian evaluations needed. |
| |
| ResEv |
Number of residual evaluations needed (least squares). |
| JacEv |
Number of Jacobian evaluations needed (least squares). |
| |
| x_k |
Optimal point. |
| f_k |
Function value at optimum. |
| g_k |
Gradient value at optimum. |
| B_k |
Quasi-Newton approximation of the Hessian at optimum. |
| H_k |
Hessian value at optimum. |
| |
| y_k |
Dual parameters. |
| v_k |
Lagrange multipliers for constraints on
variables, linear and nonlinear constraints. |
| |
| r_k |
Residual vector at optimum. |
| J_k |
Jacobian matrix at optimum. |
| |
| Ax |
Value of linear constraints at optimum. |
| c_k |
Value of nonlinear constraints at optimum. |
| cJac |
Constraint Jacobian at optimum. |
| |
| x_0 |
Starting point. |
| f_0 |
Function value at start i.e. f(x_0). |
| c_0 |
Value of nonlinear constraints at start. |
| Ax0 |
Value of linear constraints at start. |
| |
| xState |
State of each variable,
described in Table 12. |
| bState |
State of each linear constraint, described in
Table 13. |
| cState |
State of each general constraint, described in Table 14. |
| |