Google OR-Tools v9.11
a fast and portable software suite for combinatorial optimization
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Variables
ortools.pdlp.solve_log_pb2 Namespace Reference

Variables

 _sym_db = _symbol_database.Default()
 
 DESCRIPTOR = _descriptor_pool.Default().AddSerializedFile(b'\n\x1cortools/pdlp/solve_log.proto\x12\x18operations_research.pdlp\x1a\x1aortools/pdlp/solvers.proto\"\xd2\x08\n\x15QuadraticProgramStats\x12\x15\n\rnum_variables\x18\x01 \x01(\x03\x12\x17\n\x0fnum_constraints\x18\x02 \x01(\x03\x12,\n$constraint_matrix_col_min_l_inf_norm\x18\x03 \x01(\x01\x12,\n$constraint_matrix_row_min_l_inf_norm\x18\x04 \x01(\x01\x12&\n\x1e\x63onstraint_matrix_num_nonzeros\x18\x05 \x01(\x03\x12!\n\x19\x63onstraint_matrix_abs_max\x18\x06 \x01(\x01\x12!\n\x19\x63onstraint_matrix_abs_min\x18\x07 \x01(\x01\x12!\n\x19\x63onstraint_matrix_abs_avg\x18\x08 \x01(\x01\x12!\n\x19\x63onstraint_matrix_l2_norm\x18\x19 \x01(\x01\x12\x1b\n\x13\x63ombined_bounds_max\x18\t \x01(\x01\x12\x1b\n\x13\x63ombined_bounds_min\x18\n \x01(\x01\x12\x1b\n\x13\x63ombined_bounds_avg\x18\x0b \x01(\x01\x12\x1f\n\x17\x63ombined_bounds_l2_norm\x18\x18 \x01(\x01\x12$\n\x1c\x63ombined_variable_bounds_max\x18\x1c \x01(\x01\x12$\n\x1c\x63ombined_variable_bounds_min\x18\x1d \x01(\x01\x12$\n\x1c\x63ombined_variable_bounds_avg\x18\x1e \x01(\x01\x12(\n combined_variable_bounds_l2_norm\x18\x1f \x01(\x01\x12&\n\x1evariable_bound_gaps_num_finite\x18\x0c \x01(\x03\x12\x1f\n\x17variable_bound_gaps_max\x18\r \x01(\x01\x12\x1f\n\x17variable_bound_gaps_min\x18\x0e \x01(\x01\x12\x1f\n\x17variable_bound_gaps_avg\x18\x0f \x01(\x01\x12#\n\x1bvariable_bound_gaps_l2_norm\x18\x1a \x01(\x01\x12 \n\x18objective_vector_abs_max\x18\x10 \x01(\x01\x12 \n\x18objective_vector_abs_min\x18\x11 \x01(\x01\x12 \n\x18objective_vector_abs_avg\x18\x12 \x01(\x01\x12 \n\x18objective_vector_l2_norm\x18\x17 \x01(\x01\x12%\n\x1dobjective_matrix_num_nonzeros\x18\x13 \x01(\x03\x12 \n\x18objective_matrix_abs_max\x18\x14 \x01(\x01\x12 \n\x18objective_matrix_abs_min\x18\x15 \x01(\x01\x12 \n\x18objective_matrix_abs_avg\x18\x16 \x01(\x01\x12 \n\x18objective_matrix_l2_norm\x18\x1b \x01(\x01\"\xa7\x04\n\x16\x43onvergenceInformation\x12;\n\x0e\x63\x61ndidate_type\x18\x01 \x01(\x0e\x32#.operations_research.pdlp.PointType\x12\x18\n\x10primal_objective\x18\x02 \x01(\x01\x12\x16\n\x0e\x64ual_objective\x18\x03 \x01(\x01\x12 \n\x18\x63orrected_dual_objective\x18\x04 \x01(\x01\x12\x1d\n\x15l_inf_primal_residual\x18\x05 \x01(\x01\x12\x1a\n\x12l2_primal_residual\x18\x06 \x01(\x01\x12+\n#l_inf_componentwise_primal_residual\x18\x18 \x01(\x01\x12\x1b\n\x13l_inf_dual_residual\x18\x07 \x01(\x01\x12\x18\n\x10l2_dual_residual\x18\x08 \x01(\x01\x12)\n!l_inf_componentwise_dual_residual\x18\x19 \x01(\x01\x12\x1d\n\x15l_inf_primal_variable\x18\x0e \x01(\x01\x12\x1a\n\x12l2_primal_variable\x18\x0f \x01(\x01\x12\x1b\n\x13l_inf_dual_variable\x18\x10 \x01(\x01\x12\x18\n\x10l2_dual_variable\x18\x11 \x01(\x01J\x04\x08\t\x10\nJ\x04\x08\n\x10\x0bJ\x04\x08\x0b\x10\x0cJ\x04\x08\x0c\x10\rJ\x04\x08\r\x10\x0eJ\x04\x08\x12\x10\x13J\x04\x08\x13\x10\x14J\x04\x08\x14\x10\x15J\x04\x08\x15\x10\x16J\x04\x08\x16\x10\x17J\x04\x08\x17\x10\x18\"\x91\x02\n\x18InfeasibilityInformation\x12$\n\x1cmax_primal_ray_infeasibility\x18\x01 \x01(\x01\x12#\n\x1bprimal_ray_linear_objective\x18\x02 \x01(\x01\x12!\n\x19primal_ray_quadratic_norm\x18\x03 \x01(\x01\x12\"\n\x1amax_dual_ray_infeasibility\x18\x04 \x01(\x01\x12\x1a\n\x12\x64ual_ray_objective\x18\x05 \x01(\x01\x12;\n\x0e\x63\x61ndidate_type\x18\x06 \x01(\x0e\x32#.operations_research.pdlp.PointTypeJ\x04\x08\x07\x10\x08J\x04\x08\x08\x10\t\"\xaa\x02\n\rPointMetadata\x12\x37\n\npoint_type\x18\x01 \x01(\x0e\x32#.operations_research.pdlp.PointType\x12%\n\x19random_primal_projections\x18\x02 \x03(\x01\x42\x02\x10\x01\x12#\n\x17random_dual_projections\x18\x03 \x03(\x01\x42\x02\x10\x01\x12$\n\x1c\x61\x63tive_primal_variable_count\x18\x04 \x01(\x03\x12\"\n\x1a\x61\x63tive_dual_variable_count\x18\x05 \x01(\x03\x12%\n\x1d\x61\x63tive_primal_variable_change\x18\x06 \x01(\x03\x12#\n\x1b\x61\x63tive_dual_variable_change\x18\x07 \x01(\x03\"\xea\x03\n\x0eIterationStats\x12\x18\n\x10iteration_number\x18\x01 \x01(\x05\x12Q\n\x17\x63onvergence_information\x18\x02 \x03(\x0b\x32\x30.operations_research.pdlp.ConvergenceInformation\x12U\n\x19infeasibility_information\x18\x03 \x03(\x0b\x32\x32.operations_research.pdlp.InfeasibilityInformation\x12?\n\x0epoint_metadata\x18\x0b \x03(\x0b\x32\'.operations_research.pdlp.PointMetadata\x12$\n\x1c\x63umulative_kkt_matrix_passes\x18\x04 \x01(\x01\x12!\n\x19\x63umulative_rejected_steps\x18\x05 \x01(\x05\x12\x1b\n\x13\x63umulative_time_sec\x18\x06 \x01(\x01\x12=\n\x0crestart_used\x18\x07 \x01(\x0e\x32\'.operations_research.pdlp.RestartChoice\x12\x11\n\tstep_size\x18\x08 \x01(\x01\x12\x15\n\rprimal_weight\x18\t \x01(\x01J\x04\x08\n\x10\x0b\"\x8c\x04\n\x1b\x46\x65\x61sibilityPolishingDetails\x12J\n\x14polishing_phase_type\x18\x01 \x01(\x0e\x32,.operations_research.pdlp.PolishingPhaseType\x12\x1c\n\x14main_iteration_count\x18\x02 \x01(\x05\x12H\n\x06params\x18\x03 \x01(\x0b\x32\x38.operations_research.pdlp.PrimalDualHybridGradientParams\x12G\n\x12termination_reason\x18\x04 \x01(\x0e\x32+.operations_research.pdlp.TerminationReason\x12\x17\n\x0fiteration_count\x18\x05 \x01(\x05\x12\x16\n\x0esolve_time_sec\x18\x06 \x01(\x01\x12@\n\x0esolution_stats\x18\x07 \x01(\x0b\x32(.operations_research.pdlp.IterationStats\x12:\n\rsolution_type\x18\x08 \x01(\x0e\x32#.operations_research.pdlp.PointType\x12\x41\n\x0fiteration_stats\x18\t \x03(\x0b\x32(.operations_research.pdlp.IterationStats\"\xf2\x05\n\x08SolveLog\x12\x15\n\rinstance_name\x18\x01 \x01(\t\x12H\n\x06params\x18\x0e \x01(\x0b\x32\x38.operations_research.pdlp.PrimalDualHybridGradientParams\x12G\n\x12termination_reason\x18\x03 \x01(\x0e\x32+.operations_research.pdlp.TerminationReason\x12\x1a\n\x12termination_string\x18\x04 \x01(\t\x12\x17\n\x0fiteration_count\x18\x05 \x01(\x05\x12\x1e\n\x16preprocessing_time_sec\x18\r \x01(\x01\x12\x16\n\x0esolve_time_sec\x18\x06 \x01(\x01\x12@\n\x0esolution_stats\x18\x08 \x01(\x0b\x32(.operations_research.pdlp.IterationStats\x12:\n\rsolution_type\x18\n \x01(\x0e\x32#.operations_research.pdlp.PointType\x12\x41\n\x0fiteration_stats\x18\x07 \x03(\x0b\x32(.operations_research.pdlp.IterationStats\x12O\n\x16original_problem_stats\x18\x0b \x01(\x0b\x32/.operations_research.pdlp.QuadraticProgramStats\x12S\n\x1apreprocessed_problem_stats\x18\x0c \x01(\x0b\x32/.operations_research.pdlp.QuadraticProgramStats\x12\\\n\x1d\x66\x65\x61sibility_polishing_details\x18\x0f \x03(\x0b\x32\x35.operations_research.pdlp.FeasibilityPolishingDetailsJ\x04\x08\x02\x10\x03J\x04\x08\t\x10\n*\xa0\x01\n\rRestartChoice\x12\x1e\n\x1aRESTART_CHOICE_UNSPECIFIED\x10\x00\x12\x1d\n\x19RESTART_CHOICE_NO_RESTART\x10\x01\x12)\n%RESTART_CHOICE_WEIGHTED_AVERAGE_RESET\x10\x02\x12%\n!RESTART_CHOICE_RESTART_TO_AVERAGE\x10\x03*\xf1\x01\n\tPointType\x12\x1a\n\x16POINT_TYPE_UNSPECIFIED\x10\x00\x12\x1e\n\x1aPOINT_TYPE_CURRENT_ITERATE\x10\x01\x12!\n\x1dPOINT_TYPE_ITERATE_DIFFERENCE\x10\x02\x12\x1e\n\x1aPOINT_TYPE_AVERAGE_ITERATE\x10\x03\x12\x13\n\x0fPOINT_TYPE_NONE\x10\x04\x12!\n\x1dPOINT_TYPE_PRESOLVER_SOLUTION\x10\x05\x12-\n)POINT_TYPE_FEASIBILITY_POLISHING_SOLUTION\x10\x06*\xc9\x04\n\x11TerminationReason\x12\"\n\x1eTERMINATION_REASON_UNSPECIFIED\x10\x00\x12\x1e\n\x1aTERMINATION_REASON_OPTIMAL\x10\x01\x12(\n$TERMINATION_REASON_PRIMAL_INFEASIBLE\x10\x02\x12&\n\"TERMINATION_REASON_DUAL_INFEASIBLE\x10\x03\x12!\n\x1dTERMINATION_REASON_TIME_LIMIT\x10\x04\x12&\n\"TERMINATION_REASON_ITERATION_LIMIT\x10\x05\x12,\n(TERMINATION_REASON_KKT_MATRIX_PASS_LIMIT\x10\x08\x12*\n&TERMINATION_REASON_INTERRUPTED_BY_USER\x10\x0c\x12&\n\"TERMINATION_REASON_NUMERICAL_ERROR\x10\x06\x12&\n\"TERMINATION_REASON_INVALID_PROBLEM\x10\t\x12/\n+TERMINATION_REASON_INVALID_INITIAL_SOLUTION\x10\r\x12(\n$TERMINATION_REASON_INVALID_PARAMETER\x10\n\x12\x1c\n\x18TERMINATION_REASON_OTHER\x10\x07\x12\x30\n,TERMINATION_REASON_PRIMAL_OR_DUAL_INFEASIBLE\x10\x0b*\x92\x01\n\x12PolishingPhaseType\x12$\n POLISHING_PHASE_TYPE_UNSPECIFIED\x10\x00\x12+\n\'POLISHING_PHASE_TYPE_PRIMAL_FEASIBILITY\x10\x01\x12)\n%POLISHING_PHASE_TYPE_DUAL_FEASIBILITY\x10\x02\x42\x31\n\x17\x63om.google.ortools.pdlpP\x01\xaa\x02\x13Google.OrTools.PDLP')
 
 _globals = globals()
 
 _loaded_options
 
 _serialized_options
 
 _serialized_start
 
 _serialized_end
 

Detailed Description

Generated protocol buffer code.

Variable Documentation

◆ _globals

ortools.pdlp.solve_log_pb2._globals = globals()
protected

Definition at line 20 of file solve_log_pb2.py.

◆ _loaded_options

ortools.pdlp.solve_log_pb2._loaded_options
protected

Definition at line 24 of file solve_log_pb2.py.

◆ _serialized_end

ortools.pdlp.solve_log_pb2._serialized_end
protected

Definition at line 31 of file solve_log_pb2.py.

◆ _serialized_options

ortools.pdlp.solve_log_pb2._serialized_options
protected

Definition at line 25 of file solve_log_pb2.py.

◆ _serialized_start

ortools.pdlp.solve_log_pb2._serialized_start
protected

Definition at line 30 of file solve_log_pb2.py.

◆ _sym_db

ortools.pdlp.solve_log_pb2._sym_db = _symbol_database.Default()
protected

Definition at line 12 of file solve_log_pb2.py.

◆ DESCRIPTOR

ortools.pdlp.solve_log_pb2.DESCRIPTOR = _descriptor_pool.Default().AddSerializedFile(b'\n\x1cortools/pdlp/solve_log.proto\x12\x18operations_research.pdlp\x1a\x1aortools/pdlp/solvers.proto\"\xd2\x08\n\x15QuadraticProgramStats\x12\x15\n\rnum_variables\x18\x01 \x01(\x03\x12\x17\n\x0fnum_constraints\x18\x02 \x01(\x03\x12,\n$constraint_matrix_col_min_l_inf_norm\x18\x03 \x01(\x01\x12,\n$constraint_matrix_row_min_l_inf_norm\x18\x04 \x01(\x01\x12&\n\x1e\x63onstraint_matrix_num_nonzeros\x18\x05 \x01(\x03\x12!\n\x19\x63onstraint_matrix_abs_max\x18\x06 \x01(\x01\x12!\n\x19\x63onstraint_matrix_abs_min\x18\x07 \x01(\x01\x12!\n\x19\x63onstraint_matrix_abs_avg\x18\x08 \x01(\x01\x12!\n\x19\x63onstraint_matrix_l2_norm\x18\x19 \x01(\x01\x12\x1b\n\x13\x63ombined_bounds_max\x18\t \x01(\x01\x12\x1b\n\x13\x63ombined_bounds_min\x18\n \x01(\x01\x12\x1b\n\x13\x63ombined_bounds_avg\x18\x0b \x01(\x01\x12\x1f\n\x17\x63ombined_bounds_l2_norm\x18\x18 \x01(\x01\x12$\n\x1c\x63ombined_variable_bounds_max\x18\x1c \x01(\x01\x12$\n\x1c\x63ombined_variable_bounds_min\x18\x1d \x01(\x01\x12$\n\x1c\x63ombined_variable_bounds_avg\x18\x1e \x01(\x01\x12(\n combined_variable_bounds_l2_norm\x18\x1f \x01(\x01\x12&\n\x1evariable_bound_gaps_num_finite\x18\x0c \x01(\x03\x12\x1f\n\x17variable_bound_gaps_max\x18\r \x01(\x01\x12\x1f\n\x17variable_bound_gaps_min\x18\x0e \x01(\x01\x12\x1f\n\x17variable_bound_gaps_avg\x18\x0f \x01(\x01\x12#\n\x1bvariable_bound_gaps_l2_norm\x18\x1a \x01(\x01\x12 \n\x18objective_vector_abs_max\x18\x10 \x01(\x01\x12 \n\x18objective_vector_abs_min\x18\x11 \x01(\x01\x12 \n\x18objective_vector_abs_avg\x18\x12 \x01(\x01\x12 \n\x18objective_vector_l2_norm\x18\x17 \x01(\x01\x12%\n\x1dobjective_matrix_num_nonzeros\x18\x13 \x01(\x03\x12 \n\x18objective_matrix_abs_max\x18\x14 \x01(\x01\x12 \n\x18objective_matrix_abs_min\x18\x15 \x01(\x01\x12 \n\x18objective_matrix_abs_avg\x18\x16 \x01(\x01\x12 \n\x18objective_matrix_l2_norm\x18\x1b 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Definition at line 18 of file solve_log_pb2.py.