├── README.md ├── TESTING ├── test_DMGOFDMPHYPacketErrorRateExample.m ├── test_PER.m ├── test_SINR_comparison.m ├── test_conventionalBF.m ├── test_conventionalBF2.m ├── test_generatePERMCSTable.m ├── test_generatePERMCSTable5G_and_plot.m ├── test_myFirstScript.m └── test_packetMetricsCAIDA.m ├── UTILITIES ├── emprand.m ├── gendist.m ├── line_fewer_markers.m ├── plotBarStackGroups.m ├── template_header.m └── tight_subplot.m ├── code-beamforming ├── CBG_CA_Position_Objective_optim_ga.m ├── CBG_Position_Objective_optim_cost_singlepath.m ├── CBG_creationArrayGA.m ├── CBG_geneToAssignment.m ├── CBG_solveit.m ├── GetNextCombination.m ├── apply_random_modification_assignment.m ├── gaoutfun.m ├── o_CA_Position_Objective_optim_exhaustive.m ├── o_CA_Position_Objective_optim_ga.m ├── o_CA_Position_Objective_optim_pattern.m ├── o_CA_Position_Objective_optim_pso.m ├── o_MUMIMO_antenna_allocation.m ├── o_Position_Objective_optim_cost_multipath.m ├── o_Position_Objective_optim_cost_singlepath.m ├── o_add_children_comb.m ├── o_all_NonLinear_Constraints.m ├── o_amplitude_Greater_Than_Zero.m ├── o_antenna_combination_constraint.m ├── o_antennas_to_subarrays.m ├── o_beamwidth.m ├── o_best_or_remove_solver.m ├── o_compute_antennas_per_user.m ├── o_compute_avCap_maxminthr_LAC.m ├── o_compute_averageCap_maxminthr.m ├── o_compute_selection.m ├── o_create_subarray_partition.m ├── o_creationArrayGA.m ├── o_crossoverArrayGA.m ├── o_find_best_combination.m ├── o_geneToAssignment.m ├── o_generateInitialValue.m ├── o_generate_5Gchannels.m ├── o_generate_channels.m ├── o_generate_maxmin_throughput.m ├── o_generate_positions.m ├── o_getArrays.m ├── o_getComb.m ├── o_getPatch.m ├── o_helperFindLobes.m ├── o_isFeasComb.m ├── o_luck_and_choice_solver.m ├── o_mutationArrayGA.m ├── o_plotArray.m ├── o_plotAssignment.m ├── o_plotAssignment_mod.m ├── o_plotPatch.m ├── o_plot_feasible_comb.m ├── o_position_Constraint.m ├── o_readDATInputData.m ├── o_read_config.m ├── o_read_input_problem.m ├── o_solveSingleNmaxUserInstance.m ├── o_subarrayToAntennaElements.m ├── o_sumOneToCombPos.m ├── o_sumOneToCombination.m ├── o_test_MUMIMO_antenna_allocation.m └── o_transferScore.m ├── code-systems ├── f_BF_results.m ├── f_PER.m ├── f_PERtentative.m ├── f_arrivalToFlow.m ├── f_candidateSet.m ├── f_configuration.m ├── f_configureTraffic.m ├── f_conventionalBF.m ├── f_distFlow.m ├── f_genDetTraffic.m ├── f_generateReport.m ├── f_heuristics.m ├── f_heuristicsDummy.m ├── f_selectMCS.m └── f_updateFlow.m ├── code-wirelessEmulation ├── s_phased_channel.m ├── s_phased_channel_SRM.m ├── s_phased_channel_handle_version.m ├── s_phased_rx.m ├── s_phased_tx.m ├── s_phy_rx.m └── s_phy_tx.m ├── data ├── CDL_ALL_10.txt ├── CDL_ALL_DelaySpread16ns.txt ├── MCSPERTable-CDLC-SC.mat ├── MCSPERTable-CDLD-SC.mat ├── MCSPERTable.mat ├── MCSPERTable_unparsed.mat ├── TABLE-SNR-loc4-v2.mat ├── TABLE-SNR-loc4.mat ├── TrafficDataSetUPC.mat ├── TrafficDataSetUPC2.mat ├── config_test.dat ├── config_test.dat~ ├── metaproblem_test.dat └── trafficStats.m ├── main.m ├── main_plotting.m ├── main_runnable.m ├── old ├── f_arrivalToFlow.m ├── f_genDetTraffic_old.m └── main_old.m ├── results ├── BFcomparison_avCap.eps ├── BFcomparison_avSINR.eps ├── HEU-LCMV-comparison-36antennas.eps ├── HEU-LCMV-comparison-36antennas.fig ├── HEU-LCMV-comparison-64antennas.eps ├── HEU-LCMV-comparison-64antennas.fig ├── SNR-PER-802.11ad-SC-5G-CDL-B.eps ├── SNR-PER-802.11ad-SC-5G-CDL-B.fig ├── SNR-PER-802.11ad-SC-5G-CDL-D.eps ├── SNR-PER-802.11ad-SC-5G-CDL-D.fig ├── SNR-PSR-80211ad.eps ├── SNR-PSR-80211ad.fig ├── SNR-PSR-80211ad.pdf ├── antLoc_performance.eps ├── antLoc_performance.fig ├── antLoc_performance2_bw.eps ├── antLoc_performance_2.eps ├── antLoc_performance_2.fig ├── antLoc_performance_bw.eps ├── capacity_2usr_TOT.fig ├── convergence_last_180601.fig ├── covergence_plot.eps ├── covergence_plot.fig ├── covergence_plot.pdf ├── covergence_plot.png ├── covergence_plotv2.png ├── direct_256ant_1user_loc4.eps ├── direct_256ant_1user_loc4.fig ├── direct_256ant_1user_loc4.png ├── direct_256ant_1user_loc4_HEU.eps ├── direct_256ant_1user_loc4_HEU.fig ├── direct_256ant_1user_loc4_HEU.png ├── direct_256ant_2user_loc4.eps ├── direct_256ant_2user_loc4.fig ├── direct_256ant_2user_loc4.png ├── direct_256ant_2user_loc4_HEU.eps ├── direct_256ant_2user_loc4_HEU.fig ├── direct_256ant_3user_loc4.eps ├── direct_256ant_3user_loc4.fig ├── direct_256ant_3user_loc4.png ├── direct_256ant_3user_loc4_HEU.eps ├── direct_256ant_3user_loc4_HEU.fig ├── direct_256ant_4user_loc4.eps ├── direct_256ant_4user_loc4.fig ├── direct_256ant_4user_loc4.png ├── direct_256ant_4user_loc4_HEU.eps ├── direct_256ant_4user_loc4_HEU.fig ├── direct_256ant_antAlloc.eps ├── direct_256ant_antAlloc.fig ├── direct_256ant_antAlloc_HEU.eps ├── direct_256ant_antAlloc_HEU.fig ├── direct_64ant_1user_loc4.eps ├── direct_64ant_1user_loc4.fig ├── direct_64ant_1user_loc4_HEU.eps ├── direct_64ant_1user_loc4_HEU.fig ├── direct_64ant_2user_loc4.eps ├── direct_64ant_2user_loc4.fig ├── direct_64ant_2user_loc4_HEU.eps ├── direct_64ant_2user_loc4_HEU.fig ├── direct_64ant_3user_loc4.eps ├── direct_64ant_3user_loc4.fig ├── direct_64ant_3user_loc4_HEU.eps ├── direct_64ant_3user_loc4_HEU.fig ├── direct_64ant_4user_loc4.eps ├── direct_64ant_4user_loc4.fig ├── direct_64ant_4user_loc4_HEU.eps ├── direct_64ant_4user_loc4_HEU.fig ├── direct_64ant_antAlloc.eps ├── direct_64ant_antAlloc.fig ├── direct_64ant_antAlloc_HEU.eps ├── direct_64ant_antAlloc_HEU.fig ├── geom_restr.eps ├── geom_restr.fig ├── geom_restr.pdf ├── geom_restr.png ├── nUsers_performance.eps ├── nUsers_performance.fig ├── nUsers_performance_bw.eps ├── perfSaturation_SINR.eps ├── perfSaturation_SumRate.eps ├── perfSaturation_avCap.eps ├── sched_ratioOK_nUsers_4ant_LoS.fig ├── sched_ratioOK_nUsers_8ant_LoS.fig ├── temporal_modifSNR_exp1_HEU.fig ├── temporal_modifSNR_exp1_LCMV.fig ├── traffic_PktSize.eps ├── traffic_PktSize.fig ├── traffic_PktSize.png ├── traffic_arrivals.eps ├── traffic_arrivals.fig ├── traffic_distSamplePER01.eps ├── traffic_distSamplePER01.fig ├── traffic_distSamplePER03.eps ├── traffic_distSamplePER03.fig ├── traffic_distSamplePER05.eps └── traffic_distSamplePER05.fig └── temp ├── exp1_GA_None_10_12031250_1024_true_true_4.mat ├── exp1_GA_None_10_12031250_144_false_false_4.mat ├── exp1_GA_None_10_12031250_144_true_true_4.mat ├── exp1_GA_None_10_12031250_16_false_false_4.mat ├── exp1_GA_None_10_12031250_16_true_true_4.mat ├── exp1_GA_None_10_12031250_196_true_true_4.mat ├── exp1_GA_None_10_12031250_256_true_true_4.mat ├── exp1_GA_None_10_12031250_25_true_true_4.mat ├── exp1_GA_None_10_12031250_3025_true_true_4.mat ├── exp1_GA_None_10_12031250_324_true_true_4.mat ├── exp1_GA_None_10_12031250_36_true_true_4.mat ├── exp1_GA_None_10_12031250_400_true_true_4.mat ├── exp1_GA_None_10_12031250_484_true_true_4.mat ├── exp1_GA_None_10_12031250_64_true_true_4.mat ├── exp1_GA_None_10_15637500_144_true_true_4.mat ├── exp1_GA_None_10_15637500_16_false_false_4.mat ├── exp1_GA_None_10_15637500_16_true_true_4.mat ├── exp1_GA_None_10_15637500_196_true_true_4.mat ├── exp1_GA_None_10_15637500_256_true_true_4.mat ├── exp1_GA_None_10_15637500_25_true_true_4.mat ├── exp1_GA_None_10_15637500_324_true_true_4.mat ├── exp1_GA_None_10_15637500_36_true_true_4.mat ├── exp1_GA_None_10_15637500_400_true_true_4.mat ├── exp1_GA_None_10_15637500_484_true_true_4.mat ├── exp1_GA_None_10_15637500_64_true_true_4.mat ├── exp1_GA_None_10_19250000_144_true_true_4.mat ├── exp1_GA_None_10_19250000_16_false_false_4.mat ├── exp1_GA_None_10_19250000_16_true_true_4.mat ├── exp1_GA_None_10_19250000_196_true_true_4.mat ├── exp1_GA_None_10_19250000_256_true_true_4.mat ├── exp1_GA_None_10_19250000_25_true_true_4.mat ├── exp1_GA_None_10_19250000_324_true_true_4.mat ├── exp1_GA_None_10_19250000_36_true_true_4.mat ├── exp1_GA_None_10_19250000_400_true_true_4.mat ├── exp1_GA_None_10_19250000_484_true_true_4.mat ├── exp1_GA_None_10_19250000_64_true_true_4.mat ├── exp1_GA_None_10_2406250_100_true_true_4.mat ├── exp1_GA_None_10_2406250_1024_true_true_4.mat ├── exp1_GA_None_10_2406250_144_true_true_4.mat ├── exp1_GA_None_10_2406250_16_false_false_4.mat ├── exp1_GA_None_10_2406250_16_true_true_4.mat ├── exp1_GA_None_10_2406250_196_true_true_4.mat ├── exp1_GA_None_10_2406250_256_true_true_4.mat ├── exp1_GA_None_10_2406250_25_true_true_4.mat ├── exp1_GA_None_10_2406250_3025_true_true_4.mat ├── exp1_GA_None_10_2406250_324_true_true_4.mat ├── exp1_GA_None_10_2406250_36_true_true_4.mat ├── exp1_GA_None_10_2406250_400_true_true_4.mat ├── exp1_GA_None_10_2406250_484_true_true_4.mat ├── exp1_GA_None_10_2406250_64_true_true_4.mat ├── exp1_GA_None_10_28875000_144_true_true_4.mat ├── exp1_GA_None_10_28875000_16_false_false_4.mat ├── exp1_GA_None_10_28875000_16_true_true_4.mat ├── exp1_GA_None_10_28875000_196_true_true_4.mat ├── exp1_GA_None_10_28875000_256_true_true_4.mat ├── exp1_GA_None_10_28875000_25_true_true_4.mat ├── exp1_GA_None_10_28875000_324_true_true_4.mat ├── exp1_GA_None_10_28875000_36_true_true_4.mat ├── exp1_GA_None_10_28875000_400_true_true_4.mat ├── exp1_GA_None_10_28875000_484_true_true_4.mat ├── exp1_GA_None_10_28875000_64_true_true_4.mat ├── exp1_GA_None_10_6015625_144_true_true_4.mat ├── exp1_GA_None_10_6015625_16_false_false_4.mat ├── exp1_GA_None_10_6015625_16_true_true_4.mat ├── exp1_GA_None_10_6015625_196_true_true_4.mat ├── exp1_GA_None_10_6015625_256_true_true_4.mat ├── exp1_GA_None_10_6015625_25_true_true_4.mat ├── exp1_GA_None_10_6015625_324_true_true_4.mat ├── exp1_GA_None_10_6015625_36_true_true_4.mat ├── exp1_GA_None_10_6015625_400_true_true_4.mat ├── exp1_GA_None_10_6015625_484_true_true_4.mat ├── exp1_GA_None_10_6015625_64_true_true_4.mat ├── exp1_GA_None_10_7218750_144_true_true_4.mat ├── exp1_GA_None_10_7218750_16_false_false_4.mat ├── exp1_GA_None_10_7218750_16_true_true_4.mat ├── exp1_GA_None_10_7218750_196_true_true_4.mat ├── exp1_GA_None_10_7218750_256_true_true_4.mat ├── exp1_GA_None_10_7218750_25_true_true_4.mat ├── exp1_GA_None_10_7218750_324_true_true_4.mat ├── exp1_GA_None_10_7218750_36_true_true_4.mat ├── exp1_GA_None_10_7218750_400_true_true_4.mat ├── exp1_GA_None_10_7218750_484_true_true_4.mat ├── exp1_GA_None_10_7218750_64_true_true_4.mat ├── exp1_GA_None_10_9625000_144_true_true_4.mat ├── exp1_GA_None_10_9625000_16_false_false_4.mat ├── exp1_GA_None_10_9625000_16_true_true_4.mat ├── exp1_GA_None_10_9625000_196_true_true_4.mat ├── exp1_GA_None_10_9625000_256_true_true_4.mat ├── exp1_GA_None_10_9625000_25_true_true_4.mat ├── exp1_GA_None_10_9625000_324_true_true_4.mat ├── exp1_GA_None_10_9625000_36_true_true_4.mat ├── exp1_GA_None_10_9625000_400_true_true_4.mat ├── exp1_GA_None_10_9625000_484_true_true_4.mat ├── exp1_GA_None_10_9625000_64_true_true_4.mat ├── exp1_GA_None_11_12031250_144_true_true_4.mat ├── exp1_GA_None_11_15637500_144_true_true_4.mat ├── exp1_GA_None_11_19250000_144_true_true_4.mat ├── exp1_GA_None_11_2406250_144_true_true_4.mat ├── exp1_GA_None_11_28875000_144_true_true_4.mat ├── exp1_GA_None_11_6015625_144_true_true_4.mat ├── exp1_GA_None_11_7218750_144_true_true_4.mat ├── exp1_GA_None_11_9625000_144_true_true_4.mat ├── exp1_GA_None_12_12031250_144_true_true_4.mat ├── exp1_GA_None_12_12031250_16_false_false_4.mat ├── exp1_GA_None_12_12031250_16_true_true_4.mat ├── exp1_GA_None_12_12031250_36_true_true_4.mat ├── exp1_GA_None_12_12031250_64_true_true_4.mat ├── exp1_GA_None_12_15637500_144_true_true_4.mat ├── exp1_GA_None_12_15637500_16_false_false_4.mat ├── exp1_GA_None_12_15637500_16_true_true_4.mat ├── exp1_GA_None_12_15637500_36_true_true_4.mat ├── exp1_GA_None_12_15637500_64_true_true_4.mat ├── exp1_GA_None_12_19250000_144_true_true_4.mat ├── exp1_GA_None_12_19250000_16_false_false_4.mat ├── exp1_GA_None_12_19250000_16_true_true_4.mat ├── exp1_GA_None_12_19250000_36_true_true_4.mat ├── exp1_GA_None_12_19250000_64_true_true_4.mat ├── exp1_GA_None_12_2406250_144_true_true_4.mat ├── exp1_GA_None_12_2406250_16_false_false_4.mat ├── exp1_GA_None_12_2406250_16_true_true_4.mat ├── exp1_GA_None_12_2406250_36_true_true_4.mat ├── exp1_GA_None_12_2406250_64_true_true_4.mat ├── exp1_GA_None_12_28875000_144_true_true_4.mat ├── exp1_GA_None_12_28875000_16_false_false_4.mat ├── exp1_GA_None_12_28875000_16_true_true_4.mat ├── exp1_GA_None_12_28875000_36_true_true_4.mat ├── exp1_GA_None_12_28875000_64_true_true_4.mat ├── exp1_GA_None_12_6015625_144_true_true_4.mat ├── exp1_GA_None_12_6015625_16_false_false_4.mat ├── exp1_GA_None_12_6015625_16_true_true_4.mat ├── exp1_GA_None_12_6015625_36_true_true_4.mat ├── exp1_GA_None_12_6015625_64_true_true_4.mat ├── exp1_GA_None_12_7218750_144_true_true_4.mat ├── exp1_GA_None_12_7218750_16_false_false_4.mat ├── exp1_GA_None_12_7218750_16_true_true_4.mat ├── exp1_GA_None_12_7218750_36_true_true_4.mat ├── exp1_GA_None_12_7218750_64_true_true_4.mat ├── exp1_GA_None_12_9625000_144_true_true_4.mat ├── exp1_GA_None_12_9625000_16_false_false_4.mat ├── exp1_GA_None_12_9625000_16_true_true_4.mat ├── exp1_GA_None_12_9625000_36_true_true_4.mat ├── exp1_GA_None_12_9625000_64_true_true_4.mat ├── exp1_GA_None_1_12031250_144_true_true_4.mat ├── exp1_GA_None_1_15637500_144_true_true_4.mat ├── exp1_GA_None_1_19250000_144_true_true_4.mat ├── exp1_GA_None_1_2406250_144_true_true_4.mat ├── exp1_GA_None_1_28875000_144_true_true_4.mat ├── exp1_GA_None_1_6015625_144_true_true_4.mat ├── exp1_GA_None_1_7218750_144_true_true_4.mat ├── exp1_GA_None_1_9625000_144_true_true_4.mat ├── exp1_GA_None_2_12031250_1024_true_true_4.mat ├── exp1_GA_None_2_12031250_144_true_true_4.mat ├── exp1_GA_None_2_12031250_16_false_false_4.mat ├── exp1_GA_None_2_12031250_16_true_true_4.mat ├── exp1_GA_None_2_12031250_196_true_true_4.mat ├── exp1_GA_None_2_12031250_256_true_true_4.mat ├── exp1_GA_None_2_12031250_25_true_true_4.mat ├── exp1_GA_None_2_12031250_3025_true_true_4.mat ├── exp1_GA_None_2_12031250_324_true_true_4.mat ├── exp1_GA_None_2_12031250_36_true_true_4.mat ├── exp1_GA_None_2_12031250_400_true_true_4.mat ├── exp1_GA_None_2_12031250_484_true_true_4.mat ├── exp1_GA_None_2_12031250_64_true_true_4.mat ├── exp1_GA_None_2_15637500_144_true_true_4.mat ├── exp1_GA_None_2_15637500_16_false_false_4.mat ├── exp1_GA_None_2_15637500_16_true_true_4.mat ├── exp1_GA_None_2_15637500_196_true_true_4.mat ├── exp1_GA_None_2_15637500_256_true_true_4.mat ├── exp1_GA_None_2_15637500_25_true_true_4.mat ├── exp1_GA_None_2_15637500_324_true_true_4.mat ├── exp1_GA_None_2_15637500_36_true_true_4.mat ├── exp1_GA_None_2_15637500_400_true_true_4.mat ├── exp1_GA_None_2_15637500_484_true_true_4.mat ├── exp1_GA_None_2_15637500_64_true_true_4.mat ├── exp1_GA_None_2_19250000_144_true_true_4.mat ├── exp1_GA_None_2_19250000_16_false_false_4.mat ├── exp1_GA_None_2_19250000_16_true_true_4.mat ├── exp1_GA_None_2_19250000_196_true_true_4.mat ├── exp1_GA_None_2_19250000_256_true_true_4.mat ├── exp1_GA_None_2_19250000_25_true_true_4.mat ├── exp1_GA_None_2_19250000_324_true_true_4.mat ├── exp1_GA_None_2_19250000_36_true_true_4.mat ├── exp1_GA_None_2_19250000_400_true_true_4.mat ├── exp1_GA_None_2_19250000_484_true_true_4.mat ├── exp1_GA_None_2_19250000_64_true_true_4.mat ├── exp1_GA_None_2_2406250_100_true_true_4.mat ├── exp1_GA_None_2_2406250_1024_true_true_4.mat ├── exp1_GA_None_2_2406250_144_true_true_4.mat ├── exp1_GA_None_2_2406250_16_false_false_4.mat ├── exp1_GA_None_2_2406250_16_true_true_4.mat ├── exp1_GA_None_2_2406250_196_true_true_4.mat ├── exp1_GA_None_2_2406250_256_true_true_4.mat ├── exp1_GA_None_2_2406250_25_true_true_4.mat ├── exp1_GA_None_2_2406250_3025_true_true_4.mat ├── exp1_GA_None_2_2406250_324_true_true_4.mat ├── exp1_GA_None_2_2406250_36_true_true_4.mat ├── exp1_GA_None_2_2406250_400_true_true_4.mat ├── exp1_GA_None_2_2406250_484_true_true_4.mat ├── exp1_GA_None_2_2406250_64_true_true_4.mat ├── exp1_GA_None_2_28875000_144_true_true_4.mat ├── exp1_GA_None_2_28875000_16_false_false_4.mat ├── exp1_GA_None_2_28875000_16_true_true_4.mat ├── exp1_GA_None_2_28875000_196_true_true_4.mat ├── exp1_GA_None_2_28875000_256_true_true_4.mat ├── exp1_GA_None_2_28875000_25_true_true_4.mat ├── exp1_GA_None_2_28875000_324_true_true_4.mat ├── exp1_GA_None_2_28875000_36_true_true_4.mat ├── exp1_GA_None_2_28875000_400_true_true_4.mat ├── exp1_GA_None_2_28875000_484_true_true_4.mat ├── exp1_GA_None_2_28875000_64_true_true_4.mat ├── exp1_GA_None_2_6015625_144_true_true_4.mat ├── exp1_GA_None_2_6015625_16_false_false_4.mat ├── exp1_GA_None_2_6015625_16_true_true_4.mat ├── exp1_GA_None_2_6015625_196_true_true_4.mat ├── exp1_GA_None_2_6015625_256_true_true_4.mat ├── exp1_GA_None_2_6015625_25_true_true_4.mat ├── exp1_GA_None_2_6015625_324_true_true_4.mat ├── exp1_GA_None_2_6015625_36_true_true_4.mat ├── exp1_GA_None_2_6015625_400_true_true_4.mat ├── exp1_GA_None_2_6015625_484_true_true_4.mat ├── exp1_GA_None_2_6015625_64_true_true_4.mat ├── exp1_GA_None_2_7218750_144_true_true_4.mat ├── exp1_GA_None_2_7218750_16_false_false_4.mat ├── exp1_GA_None_2_7218750_16_true_true_4.mat ├── exp1_GA_None_2_7218750_196_true_true_4.mat ├── exp1_GA_None_2_7218750_256_true_true_4.mat ├── exp1_GA_None_2_7218750_25_true_true_4.mat ├── exp1_GA_None_2_7218750_324_true_true_4.mat ├── exp1_GA_None_2_7218750_36_true_true_4.mat ├── exp1_GA_None_2_7218750_400_true_true_4.mat ├── exp1_GA_None_2_7218750_484_true_true_4.mat ├── exp1_GA_None_2_7218750_64_true_true_4.mat ├── exp1_GA_None_2_9625000_144_true_true_4.mat ├── exp1_GA_None_2_9625000_16_false_false_4.mat ├── exp1_GA_None_2_9625000_16_true_true_4.mat ├── exp1_GA_None_2_9625000_196_true_true_4.mat ├── exp1_GA_None_2_9625000_256_true_true_4.mat ├── exp1_GA_None_2_9625000_25_true_true_4.mat ├── exp1_GA_None_2_9625000_324_true_true_4.mat ├── exp1_GA_None_2_9625000_36_true_true_4.mat ├── exp1_GA_None_2_9625000_400_true_true_4.mat ├── exp1_GA_None_2_9625000_484_true_true_4.mat ├── exp1_GA_None_2_9625000_64_true_true_4.mat ├── exp1_GA_None_3_12031250_144_true_true_4.mat ├── exp1_GA_None_3_15637500_144_true_true_4.mat ├── exp1_GA_None_3_19250000_144_true_true_4.mat ├── exp1_GA_None_3_2406250_144_true_true_4.mat ├── exp1_GA_None_3_28875000_144_true_true_4.mat ├── exp1_GA_None_3_6015625_144_true_true_4.mat ├── exp1_GA_None_3_7218750_144_true_true_4.mat ├── exp1_GA_None_3_9625000_144_true_true_4.mat ├── exp1_GA_None_4_12031250_1024_true_true_4.mat ├── exp1_GA_None_4_12031250_144_true_true_4.mat ├── exp1_GA_None_4_12031250_16_false_false_4.mat ├── exp1_GA_None_4_12031250_16_true_true_4.mat ├── exp1_GA_None_4_12031250_196_true_true_4.mat ├── exp1_GA_None_4_12031250_256_true_true_4.mat ├── exp1_GA_None_4_12031250_25_true_true_4.mat ├── exp1_GA_None_4_12031250_3025_true_true_4.mat ├── exp1_GA_None_4_12031250_324_true_true_4.mat ├── exp1_GA_None_4_12031250_36_true_true_4.mat ├── exp1_GA_None_4_12031250_400_true_true_4.mat ├── exp1_GA_None_4_12031250_484_true_true_4.mat ├── exp1_GA_None_4_12031250_64_true_true_4.mat ├── exp1_GA_None_4_15637500_144_true_true_4.mat ├── exp1_GA_None_4_15637500_16_false_false_4.mat ├── exp1_GA_None_4_15637500_16_true_true_4.mat ├── exp1_GA_None_4_15637500_196_true_true_4.mat ├── exp1_GA_None_4_15637500_256_true_true_4.mat ├── exp1_GA_None_4_15637500_25_true_true_4.mat ├── exp1_GA_None_4_15637500_324_true_true_4.mat ├── exp1_GA_None_4_15637500_36_true_true_4.mat ├── exp1_GA_None_4_15637500_400_true_true_4.mat ├── exp1_GA_None_4_15637500_484_true_true_4.mat ├── exp1_GA_None_4_15637500_64_true_true_4.mat ├── exp1_GA_None_4_19250000_144_true_true_4.mat ├── exp1_GA_None_4_19250000_16_false_false_4.mat ├── exp1_GA_None_4_19250000_16_true_true_4.mat ├── exp1_GA_None_4_19250000_196_true_true_4.mat ├── exp1_GA_None_4_19250000_256_true_true_4.mat ├── exp1_GA_None_4_19250000_25_true_true_4.mat ├── exp1_GA_None_4_19250000_324_true_true_4.mat ├── exp1_GA_None_4_19250000_36_true_true_4.mat ├── exp1_GA_None_4_19250000_400_true_true_4.mat ├── exp1_GA_None_4_19250000_484_true_true_4.mat ├── exp1_GA_None_4_19250000_64_true_true_4.mat ├── exp1_GA_None_4_2406250_100_true_true_4.mat ├── exp1_GA_None_4_2406250_1024_true_true_4.mat ├── exp1_GA_None_4_2406250_144_true_true_4.mat ├── exp1_GA_None_4_2406250_16_false_false_4.mat ├── exp1_GA_None_4_2406250_16_true_true_4.mat ├── exp1_GA_None_4_2406250_196_true_true_4.mat ├── exp1_GA_None_4_2406250_256_true_true_4.mat ├── exp1_GA_None_4_2406250_25_true_true_4.mat ├── exp1_GA_None_4_2406250_3025_true_true_4.mat ├── exp1_GA_None_4_2406250_324_true_true_4.mat ├── exp1_GA_None_4_2406250_36_true_true_4.mat ├── exp1_GA_None_4_2406250_400_true_true_4.mat ├── exp1_GA_None_4_2406250_484_true_true_4.mat ├── exp1_GA_None_4_2406250_64_true_true_4.mat ├── exp1_GA_None_4_28875000_144_true_true_4.mat ├── exp1_GA_None_4_28875000_16_false_false_4.mat ├── exp1_GA_None_4_28875000_16_true_true_4.mat ├── exp1_GA_None_4_28875000_196_true_true_4.mat ├── exp1_GA_None_4_28875000_256_true_true_4.mat ├── exp1_GA_None_4_28875000_25_true_true_4.mat ├── exp1_GA_None_4_28875000_324_true_true_4.mat ├── exp1_GA_None_4_28875000_36_true_true_4.mat ├── exp1_GA_None_4_28875000_400_true_true_4.mat ├── exp1_GA_None_4_28875000_484_true_true_4.mat ├── exp1_GA_None_4_28875000_64_true_true_4.mat ├── exp1_GA_None_4_6015625_144_true_true_4.mat ├── exp1_GA_None_4_6015625_16_false_false_4.mat ├── exp1_GA_None_4_6015625_16_true_true_4.mat ├── exp1_GA_None_4_6015625_196_true_true_4.mat ├── exp1_GA_None_4_6015625_256_true_true_4.mat ├── exp1_GA_None_4_6015625_25_true_true_4.mat ├── exp1_GA_None_4_6015625_324_true_true_4.mat ├── exp1_GA_None_4_6015625_36_true_true_4.mat ├── exp1_GA_None_4_6015625_400_true_true_4.mat ├── exp1_GA_None_4_6015625_484_true_true_4.mat ├── exp1_GA_None_4_6015625_64_true_true_4.mat ├── exp1_GA_None_4_7218750_144_true_true_4.mat ├── exp1_GA_None_4_7218750_16_false_false_4.mat ├── exp1_GA_None_4_7218750_16_true_true_4.mat ├── exp1_GA_None_4_7218750_196_true_true_4.mat ├── exp1_GA_None_4_7218750_256_true_true_4.mat ├── exp1_GA_None_4_7218750_25_true_true_4.mat ├── exp1_GA_None_4_7218750_324_true_true_4.mat ├── exp1_GA_None_4_7218750_36_true_true_4.mat ├── exp1_GA_None_4_7218750_400_true_true_4.mat ├── exp1_GA_None_4_7218750_484_true_true_4.mat ├── exp1_GA_None_4_7218750_64_true_true_4.mat ├── exp1_GA_None_4_9625000_144_true_true_4.mat ├── exp1_GA_None_4_9625000_16_false_false_4.mat ├── exp1_GA_None_4_9625000_16_true_true_4.mat ├── exp1_GA_None_4_9625000_196_true_true_4.mat ├── exp1_GA_None_4_9625000_256_true_true_4.mat ├── exp1_GA_None_4_9625000_25_true_true_4.mat ├── exp1_GA_None_4_9625000_324_true_true_4.mat ├── exp1_GA_None_4_9625000_36_true_true_4.mat ├── exp1_GA_None_4_9625000_400_true_true_4.mat ├── exp1_GA_None_4_9625000_484_true_true_4.mat ├── exp1_GA_None_4_9625000_64_true_true_4.mat ├── exp1_GA_None_5_12031250_144_true_true_4.mat ├── exp1_GA_None_5_12031250_16_false_false_4.mat ├── exp1_GA_None_5_15637500_144_true_true_4.mat ├── exp1_GA_None_5_19250000_144_true_true_4.mat ├── exp1_GA_None_5_2406250_144_true_true_4.mat ├── exp1_GA_None_5_28875000_144_true_true_4.mat ├── exp1_GA_None_5_6015625_144_true_true_4.mat ├── exp1_GA_None_5_7218750_144_true_true_4.mat ├── exp1_GA_None_5_9625000_144_true_true_4.mat ├── exp1_GA_None_6_12031250_1024_true_true_4.mat ├── exp1_GA_None_6_12031250_144_false_false_4.mat ├── exp1_GA_None_6_12031250_144_true_true_4.mat ├── exp1_GA_None_6_12031250_16_false_false_4.mat ├── exp1_GA_None_6_12031250_16_true_true_4.mat ├── exp1_GA_None_6_12031250_196_true_true_4.mat ├── exp1_GA_None_6_12031250_256_true_true_4.mat ├── exp1_GA_None_6_12031250_25_true_true_4.mat ├── exp1_GA_None_6_12031250_3025_true_true_4.mat ├── exp1_GA_None_6_12031250_324_true_true_4.mat ├── exp1_GA_None_6_12031250_36_true_true_4.mat ├── exp1_GA_None_6_12031250_400_true_true_4.mat ├── exp1_GA_None_6_12031250_484_true_true_4.mat ├── exp1_GA_None_6_12031250_64_true_true_4.mat ├── exp1_GA_None_6_15637500_144_true_true_4.mat ├── exp1_GA_None_6_15637500_16_false_false_4.mat ├── exp1_GA_None_6_15637500_16_true_true_4.mat ├── exp1_GA_None_6_15637500_196_true_true_4.mat ├── exp1_GA_None_6_15637500_256_true_true_4.mat ├── exp1_GA_None_6_15637500_25_true_true_4.mat ├── exp1_GA_None_6_15637500_324_true_true_4.mat ├── exp1_GA_None_6_15637500_36_true_true_4.mat ├── exp1_GA_None_6_15637500_400_true_true_4.mat ├── exp1_GA_None_6_15637500_484_true_true_4.mat ├── exp1_GA_None_6_15637500_64_true_true_4.mat ├── exp1_GA_None_6_19250000_144_true_true_4.mat ├── exp1_GA_None_6_19250000_16_false_false_4.mat ├── exp1_GA_None_6_19250000_16_true_true_4.mat ├── exp1_GA_None_6_19250000_196_true_true_4.mat ├── exp1_GA_None_6_19250000_256_true_true_4.mat ├── exp1_GA_None_6_19250000_25_true_true_4.mat ├── exp1_GA_None_6_19250000_324_true_true_4.mat ├── exp1_GA_None_6_19250000_36_true_true_4.mat ├── exp1_GA_None_6_19250000_400_true_true_4.mat ├── exp1_GA_None_6_19250000_484_true_true_4.mat ├── exp1_GA_None_6_19250000_64_true_true_4.mat ├── exp1_GA_None_6_2406250_100_true_true_4.mat ├── exp1_GA_None_6_2406250_1024_true_true_4.mat ├── exp1_GA_None_6_2406250_144_true_true_4.mat ├── exp1_GA_None_6_2406250_16_false_false_4.mat ├── exp1_GA_None_6_2406250_16_true_true_4.mat ├── exp1_GA_None_6_2406250_196_true_true_4.mat ├── exp1_GA_None_6_2406250_256_true_true_4.mat ├── exp1_GA_None_6_2406250_25_true_true_4.mat ├── exp1_GA_None_6_2406250_3025_true_true_4.mat ├── exp1_GA_None_6_2406250_324_true_true_4.mat ├── exp1_GA_None_6_2406250_36_true_true_4.mat ├── exp1_GA_None_6_2406250_400_true_true_4.mat ├── exp1_GA_None_6_2406250_484_true_true_4.mat ├── exp1_GA_None_6_2406250_64_true_true_4.mat ├── exp1_GA_None_6_28875000_144_true_true_4.mat ├── exp1_GA_None_6_28875000_16_false_false_4.mat ├── exp1_GA_None_6_28875000_16_true_true_4.mat ├── exp1_GA_None_6_28875000_196_true_true_4.mat ├── exp1_GA_None_6_28875000_256_true_true_4.mat ├── exp1_GA_None_6_28875000_25_true_true_4.mat ├── exp1_GA_None_6_28875000_324_true_true_4.mat ├── exp1_GA_None_6_28875000_36_true_true_4.mat ├── exp1_GA_None_6_28875000_400_true_true_4.mat ├── exp1_GA_None_6_28875000_484_true_true_4.mat ├── exp1_GA_None_6_28875000_64_true_true_4.mat ├── exp1_GA_None_6_6015625_144_true_true_4.mat ├── exp1_GA_None_6_6015625_16_false_false_4.mat ├── exp1_GA_None_6_6015625_16_true_true_4.mat ├── exp1_GA_None_6_6015625_196_true_true_4.mat ├── exp1_GA_None_6_6015625_256_true_true_4.mat ├── exp1_GA_None_6_6015625_25_true_true_4.mat ├── exp1_GA_None_6_6015625_324_true_true_4.mat ├── exp1_GA_None_6_6015625_36_true_true_4.mat ├── exp1_GA_None_6_6015625_400_true_true_4.mat ├── exp1_GA_None_6_6015625_484_true_true_4.mat ├── exp1_GA_None_6_6015625_64_true_true_4.mat ├── exp1_GA_None_6_7218750_144_true_true_4.mat ├── exp1_GA_None_6_7218750_16_false_false_4.mat ├── exp1_GA_None_6_7218750_16_true_true_4.mat ├── exp1_GA_None_6_7218750_196_true_true_4.mat ├── exp1_GA_None_6_7218750_256_true_true_4.mat ├── exp1_GA_None_6_7218750_25_true_true_4.mat ├── exp1_GA_None_6_7218750_324_true_true_4.mat ├── exp1_GA_None_6_7218750_36_true_true_4.mat ├── exp1_GA_None_6_7218750_400_true_true_4.mat ├── exp1_GA_None_6_7218750_484_true_true_4.mat ├── exp1_GA_None_6_7218750_64_true_true_4.mat ├── exp1_GA_None_6_9625000_144_true_true_4.mat ├── exp1_GA_None_6_9625000_16_false_false_4.mat ├── exp1_GA_None_6_9625000_16_true_true_4.mat ├── exp1_GA_None_6_9625000_196_true_true_4.mat ├── exp1_GA_None_6_9625000_256_true_true_4.mat ├── exp1_GA_None_6_9625000_25_true_true_4.mat ├── exp1_GA_None_6_9625000_324_true_true_4.mat ├── exp1_GA_None_6_9625000_36_true_true_4.mat ├── exp1_GA_None_6_9625000_400_true_true_4.mat ├── exp1_GA_None_6_9625000_484_true_true_4.mat ├── exp1_GA_None_6_9625000_64_true_true_4.mat ├── exp1_GA_None_7_12031250_144_false_false_4.mat ├── exp1_GA_None_7_12031250_144_true_true_4.mat ├── exp1_GA_None_7_12031250_16_false_false_4.mat ├── exp1_GA_None_7_15637500_144_true_true_4.mat ├── exp1_GA_None_7_19250000_144_true_true_4.mat ├── exp1_GA_None_7_2406250_144_true_true_4.mat ├── exp1_GA_None_7_28875000_144_true_true_4.mat ├── exp1_GA_None_7_6015625_144_true_true_4.mat ├── exp1_GA_None_7_7218750_144_true_true_4.mat ├── exp1_GA_None_7_9625000_144_true_true_4.mat ├── exp1_GA_None_8_12031250_1024_true_true_4.mat ├── exp1_GA_None_8_12031250_144_false_false_4.mat ├── exp1_GA_None_8_12031250_144_true_true_4.mat ├── exp1_GA_None_8_12031250_16_false_false_4.mat ├── exp1_GA_None_8_12031250_16_true_true_4.mat ├── exp1_GA_None_8_12031250_196_true_true_4.mat ├── exp1_GA_None_8_12031250_256_true_true_4.mat ├── exp1_GA_None_8_12031250_25_true_true_4.mat ├── exp1_GA_None_8_12031250_3025_true_true_4.mat ├── exp1_GA_None_8_12031250_324_true_true_4.mat ├── exp1_GA_None_8_12031250_36_true_true_4.mat ├── exp1_GA_None_8_12031250_400_true_true_4.mat ├── exp1_GA_None_8_12031250_484_true_true_4.mat ├── exp1_GA_None_8_12031250_64_true_true_4.mat ├── exp1_GA_None_8_15637500_144_true_true_4.mat ├── exp1_GA_None_8_15637500_16_false_false_4.mat ├── exp1_GA_None_8_15637500_16_true_true_4.mat ├── exp1_GA_None_8_15637500_196_true_true_4.mat ├── exp1_GA_None_8_15637500_256_true_true_4.mat ├── exp1_GA_None_8_15637500_25_true_true_4.mat ├── exp1_GA_None_8_15637500_324_true_true_4.mat ├── exp1_GA_None_8_15637500_36_true_true_4.mat ├── exp1_GA_None_8_15637500_400_true_true_4.mat ├── exp1_GA_None_8_15637500_484_true_true_4.mat ├── exp1_GA_None_8_15637500_64_true_true_4.mat ├── exp1_GA_None_8_19250000_144_true_true_4.mat ├── exp1_GA_None_8_19250000_16_false_false_4.mat ├── exp1_GA_None_8_19250000_16_true_true_4.mat ├── exp1_GA_None_8_19250000_196_true_true_4.mat ├── exp1_GA_None_8_19250000_256_true_true_4.mat ├── exp1_GA_None_8_19250000_25_true_true_4.mat ├── exp1_GA_None_8_19250000_324_true_true_4.mat ├── exp1_GA_None_8_19250000_36_true_true_4.mat ├── exp1_GA_None_8_19250000_400_true_true_4.mat ├── exp1_GA_None_8_19250000_484_true_true_4.mat ├── exp1_GA_None_8_19250000_64_true_true_4.mat ├── exp1_GA_None_8_2406250_100_true_true_4.mat ├── exp1_GA_None_8_2406250_1024_true_true_4.mat ├── exp1_GA_None_8_2406250_144_true_true_4.mat ├── exp1_GA_None_8_2406250_16_false_false_4.mat ├── exp1_GA_None_8_2406250_16_true_true_4.mat ├── exp1_GA_None_8_2406250_196_true_true_4.mat ├── exp1_GA_None_8_2406250_256_true_true_4.mat ├── exp1_GA_None_8_2406250_25_true_true_4.mat ├── exp1_GA_None_8_2406250_3025_true_true_4.mat ├── exp1_GA_None_8_2406250_324_true_true_4.mat ├── exp1_GA_None_8_2406250_36_true_true_4.mat ├── exp1_GA_None_8_2406250_400_true_true_4.mat ├── exp1_GA_None_8_2406250_484_true_true_4.mat ├── exp1_GA_None_8_2406250_64_true_true_4.mat ├── exp1_GA_None_8_28875000_144_true_true_4.mat ├── exp1_GA_None_8_28875000_16_false_false_4.mat ├── exp1_GA_None_8_28875000_16_true_true_4.mat ├── exp1_GA_None_8_28875000_196_true_true_4.mat ├── exp1_GA_None_8_28875000_256_true_true_4.mat ├── exp1_GA_None_8_28875000_25_true_true_4.mat ├── exp1_GA_None_8_28875000_324_true_true_4.mat ├── exp1_GA_None_8_28875000_36_true_true_4.mat ├── exp1_GA_None_8_28875000_400_true_true_4.mat ├── exp1_GA_None_8_28875000_484_true_true_4.mat ├── exp1_GA_None_8_28875000_64_true_true_4.mat ├── exp1_GA_None_8_6015625_144_true_true_4.mat ├── exp1_GA_None_8_6015625_16_false_false_4.mat ├── exp1_GA_None_8_6015625_16_true_true_4.mat ├── exp1_GA_None_8_6015625_196_true_true_4.mat ├── exp1_GA_None_8_6015625_256_true_true_4.mat ├── exp1_GA_None_8_6015625_25_true_true_4.mat ├── exp1_GA_None_8_6015625_324_true_true_4.mat ├── exp1_GA_None_8_6015625_36_true_true_4.mat ├── exp1_GA_None_8_6015625_400_true_true_4.mat ├── exp1_GA_None_8_6015625_484_true_true_4.mat ├── exp1_GA_None_8_6015625_64_true_true_4.mat ├── exp1_GA_None_8_7218750_144_true_true_4.mat ├── exp1_GA_None_8_7218750_16_false_false_4.mat ├── exp1_GA_None_8_7218750_16_true_true_4.mat ├── exp1_GA_None_8_7218750_196_true_true_4.mat ├── exp1_GA_None_8_7218750_256_true_true_4.mat ├── exp1_GA_None_8_7218750_25_true_true_4.mat ├── exp1_GA_None_8_7218750_324_true_true_4.mat ├── exp1_GA_None_8_7218750_36_true_true_4.mat ├── exp1_GA_None_8_7218750_400_true_true_4.mat ├── exp1_GA_None_8_7218750_484_true_true_4.mat ├── exp1_GA_None_8_7218750_64_true_true_4.mat ├── exp1_GA_None_8_9625000_144_true_true_4.mat ├── exp1_GA_None_8_9625000_16_false_false_4.mat ├── exp1_GA_None_8_9625000_16_true_true_4.mat ├── exp1_GA_None_8_9625000_196_true_true_4.mat ├── exp1_GA_None_8_9625000_256_true_true_4.mat ├── exp1_GA_None_8_9625000_25_true_true_4.mat ├── exp1_GA_None_8_9625000_324_true_true_4.mat ├── exp1_GA_None_8_9625000_36_true_true_4.mat ├── exp1_GA_None_8_9625000_400_true_true_4.mat ├── exp1_GA_None_8_9625000_484_true_true_4.mat ├── exp1_GA_None_8_9625000_64_true_true_4.mat ├── exp1_GA_None_9_12031250_144_false_false_4.mat ├── exp1_GA_None_9_12031250_144_true_true_4.mat ├── exp1_GA_None_9_12031250_16_false_false_4.mat ├── exp1_GA_None_9_15637500_144_true_true_4.mat ├── exp1_GA_None_9_19250000_144_true_true_4.mat ├── exp1_GA_None_9_2406250_144_true_true_4.mat ├── exp1_GA_None_9_28875000_144_true_true_4.mat ├── exp1_GA_None_9_6015625_144_true_true_4.mat ├── exp1_GA_None_9_7218750_144_true_true_4.mat ├── exp1_GA_None_9_9625000_144_true_true_4.mat ├── exp2_GA_TOT_2_true_true_1.mat ├── exp2_GA_TOT_2_true_true_2.mat ├── exp2_GA_TOT_2_true_true_3.mat ├── exp2_GA_TOT_2_true_true_4.mat ├── exp2_GA_TOT_2_true_true_5.mat ├── exp2_GA_TOT_2_true_true_6.mat ├── exp3_GA_None_10_20_16_true_true_4.mat ├── exp3_GA_None_10_30_16_true_true_4.mat ├── exp3_GA_None_10_40_16_true_true_4.mat ├── exp3_GA_None_10_50_16_true_true_4.mat ├── exp3_GA_None_2_20_16_true_true_4.mat ├── exp3_GA_None_2_30_16_true_true_4.mat ├── exp3_GA_None_2_40_16_true_true_4.mat ├── exp3_GA_None_2_50_16_true_true_4.mat ├── exp3_GA_None_2_60_16_true_true_4.mat ├── exp3_GA_None_4_20_16_true_true_4.mat ├── exp3_GA_None_4_30_16_true_true_4.mat ├── 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