Limit_Acceptances[10000][ASA_TEST:1000] 10000 Limit_Generated[99999] 99999 Limit_Invalid_Generated_States[1000] 1000 Accepted_To_Generated_Ratio[1.0E-6][ASA_TEST:1.0E-4] 1.0e-6 Cost_Precision[1.0E-18] 1.0E-18 Maximum_Cost_Repeat[5] 5 Number_Cost_Samples[5] 5 Temperature_Ratio_Scale[1.0E-5] 1.0E-3 Cost_Parameter_Scale_Ratio[1.0] 1.0e0 Temperature_Anneal_Scale[100.0] 1.0e3 Include_Integer_Parameters[FALSE=0] 0 User_Initial_Parameters[FALSE=0] 0 Sequential_Parameters[-1] -1 Initial_Parameter_Temperature[1.0] 10.0 Acceptance_Frequency_Modulus[100] 100 Generated_Frequency_Modulus[10000] 10000 Reanneal_Cost[1] 1 Reanneal_Parameters[TRUE=1] 1 Delta_X[0.001] 0.001 User_Tangents[FALSE=0] 0 Curvature_0[FALSE=0] 0 ___Define_below_if_OPTIONS_FILE_DATA=TRUE number_parameters=*parameter_dimension 13 Param#:Minimum:Maximum:InitialValue:Integer[1or2]orReal[-1or-2] 0 .0 10. 1.5 -1 1 0. 13. 10. -1 2 0.001 10. 1. -1 3 1. 8. 2.6 -1 4 7. 999. 40. -1 5 0. 7000. 150. -1 6 2. 1000. 50. -1 7 0. 13. 10. -1 8 0.001 10. 1. -1 9 1. 8. 2.6 -1 10 7. 999. 40. -1 11 0. 7000. 150. -1 12 2. 1000. 50. -1 ___Define_below_if_QUENCH_COST_and_OPTIONS_FILE_DATA=TRUE User_Quench_Cost_Scale[0]=1.0 1.0 ___Define_below_if_QUENCH_PARAMETERS_and_QUENCH_COST_and_OPTIONS_FILE_DATA=TRUE Param#:User_Quench_Param_Scale[.]=0.5 0 0.5 1 0.5 2 0.5 3 0.5 4 0.5 5 0.5 NOTE: Keep all comment lines above, with no extra in-line "white" spaces. The OPTIONS_FILE_DATA lines used by ASA_TEST are saved for reference: number_parameters=*parameter_dimension 4 Param#:Minimum:Maximum:InitialValue:Integer[1or2]orReal[-1or-2] 0 -10000 10000 999.0 -1 1 -10000 10000 -1007.0 -1 2 -10000 10000 1001.0 -1 3 -10000 10000 -903.0 -1 /*********************************************************************** * Adaptive Simulated Annealing (ASA) * Lester Ingber * Copyright (c) 1993-1996 Lester Ingber. All Rights Reserved. * The LICENSE file must be included with ASA code. ***********************************************************************/ $Id: asa_opt,v 13.5 1996/08/16 10:06:52 ingber Exp ingber $