def ipf_config_run(db,
synthesis_type,
control_variables,
varCorrDict,
controlAdjDict,
dimensions,
state,
county,
pumano,
tract,
bg,
parameters,
hhldsizeMargsMod=False):
dbc = db.cursor()
# Creating objective joint distributions to match the resulting sunthetic populations against
adjusting_sample_joint_distribution.create_joint_dist(
db, synthesis_type, control_variables, dimensions, pumano, tract, bg)
adjusting_sample_joint_distribution.adjust_weights(
db, synthesis_type, control_variables, varCorrDict, controlAdjDict,
state, county, pumano, tract, bg, parameters, hhldsizeMargsMod)
order_dummy = adjusting_sample_joint_distribution.create_aggregation_string(
control_variables)
dbc.execute(
'select frequency from %s_%s_joint_dist where tract = %s and bg = %s order by %s'
% (synthesis_type, pumano, tract, bg, order_dummy))
objective_frequency = numpy.asarray(dbc.fetchall())
# Creating the joint distributions corrected for Zero-cell and Zero-marginal problems
# Example puma x composite_type adjustment for the synthesis type obtained as a parameter
adjusting_sample_joint_distribution.create_joint_dist(
db, synthesis_type, control_variables, dimensions, pumano, tract, bg)
adjusting_sample_joint_distribution.create_adjusted_frequencies(
db, synthesis_type, control_variables, pumano, tract, bg)
adjusting_sample_joint_distribution.adjust_weights(
db, synthesis_type, control_variables, varCorrDict, controlAdjDict,
state, county, pumano, tract, bg, parameters, hhldsizeMargsMod)
dbc.execute(
'select frequency from %s_%s_joint_dist where tract = %s and bg = %s order by %s'
% (synthesis_type, pumano, tract, bg, order_dummy))
estimated_constraint = numpy.asarray(dbc.fetchall())
return objective_frequency, estimated_constraint
def ipf_config_run (db, synthesis_type, control_variables, varCorrDict, controlAdjDict,
dimensions, state, county, pumano, tract, bg, parameters, hhldsizeMargsMod=False):
dbc = db.cursor()
# Creating objective joint distributions to match the resulting sunthetic populations against
adjusting_sample_joint_distribution.create_joint_dist(db, synthesis_type, control_variables, dimensions, pumano, tract, bg)
adjusting_sample_joint_distribution.adjust_weights(db, synthesis_type, control_variables,
varCorrDict, controlAdjDict,
state, county, pumano, tract, bg, parameters, hhldsizeMargsMod)
order_dummy = adjusting_sample_joint_distribution.create_aggregation_string(control_variables)
dbc.execute('select frequency from %s_%s_joint_dist where tract = %s and bg = %s order by %s'%(synthesis_type, pumano, tract, bg, order_dummy))
objective_frequency = numpy.asarray(dbc.fetchall())
# Creating the joint distributions corrected for Zero-cell and Zero-marginal problems
# Example puma x composite_type adjustment for the synthesis type obtained as a parameter
adjusting_sample_joint_distribution.create_joint_dist(db, synthesis_type, control_variables, dimensions, pumano, tract, bg)
adjusting_sample_joint_distribution.create_adjusted_frequencies(db, synthesis_type, control_variables, pumano, tract, bg)
adjusting_sample_joint_distribution.adjust_weights(db, synthesis_type, control_variables,
varCorrDict, controlAdjDict,
state, county, pumano, tract, bg, parameters, hhldsizeMargsMod)
dbc.execute('select frequency from %s_%s_joint_dist where tract = %s and bg = %s order by %s'%(synthesis_type, pumano, tract, bg, order_dummy))
estimated_constraint = numpy.asarray(dbc.fetchall())
return objective_frequency, estimated_constraint
def configure_and_run(project, geo, varCorrDict):
f = open('%s%s%s%sindexMatrix_99999.pkl'%(project.location, os.path.sep,
project.name, os.path.sep), 'rb')
index_matrix = cPickle.load(f)
f.close()
state, county, pumano, tract, bg = geo.state, geo.county, geo.puma5, geo.tract, geo.bg
print '------------------------------------------------------------------'
print 'Geography: County - %s, PUMA ID- %s, Tract ID- %0.2f, BG ID- %s' \
%(county, pumano, float(tract)/100, bg)
print '------------------------------------------------------------------'
db = MySQLdb.connect(host = '%s' %project.db.hostname, user = '******' %project.db.username,
passwd = '%s' %project.db.password, db = '%s%s%s'
%(project.name, 'scenario', project.scenario), local_infile=1)
dbc = db.cursor()
tii = time.time()
ti = time.time()
# Identifying the number of housing units in the disaggregate sample
# Make Sure that the file is sorted by hhid
dbc.execute('select hhid, serialno from gq_sample order by hhid')
gq_sample = numpy.asarray(dbc.fetchall(), numpy.int64)
gq_units = dbc.rowcount
dbc.execute('select hhid, serialno from hhld_sample order by hhid')
hhld_sample = numpy.asarray(dbc.fetchall(), numpy.int64)
hhld_units = dbc.rowcount
dbc.execute('select hhid, serialno, pnum, personuniqueid from person_sample order by hhid, pnum')
person_sample = numpy.asarray(dbc.fetchall(), numpy.int64)
housing_sample = numpy.vstack((hhld_sample, gq_sample))
housing_units = gq_units + hhld_units
# Identifying the control variables for the households, gq's, and persons
hhld_control_variables = project.hhldVars
gq_control_variables = project.gqVars
person_control_variables = project.personVars
# Identifying the number of categories within each control variable for the households, gq's, and persons
hhld_dimensions = project.hhldDims
gq_dimensions = project.gqDims
person_dimensions = project.personDims
# Checking marginal totals
hhld_marginals = adjusting_sample_joint_distribution.prepare_control_marginals (db, 'hhld', hhld_control_variables, varCorrDict, project.adjControlsDicts.hhld,
state, county, tract, bg, project.selVariableDicts.hhldMargsModify)
gq_marginals = adjusting_sample_joint_distribution.prepare_control_marginals (db, 'gq', gq_control_variables, varCorrDict, project.adjControlsDicts.gq,
state, county, tract, bg)
person_marginals = adjusting_sample_joint_distribution.prepare_control_marginals (db, 'person', person_control_variables, varCorrDict, project.adjControlsDicts.person,
state, county, tract, bg)
print 'Step 1A: Checking if the marginals totals are non-zero and if they are consistent across variables...'
print '\tChecking household variables'
adjusting_sample_joint_distribution.check_marginals(hhld_marginals, hhld_control_variables)
print '\tChecking gq variables'
adjusting_sample_joint_distribution.check_marginals(gq_marginals, gq_control_variables)
print '\tChecking person variables\n'
adjusting_sample_joint_distribution.check_marginals(person_marginals, person_control_variables)
print 'Step 1B: Checking if the geography has any housing units to synthesize...\n'
adjusting_sample_joint_distribution.check_for_zero_housing_totals(hhld_marginals, gq_marginals)
print 'Step 1C: Checking if the geography has any persons to synthesize...\n'
adjusting_sample_joint_distribution.check_for_zero_person_totals(person_marginals)
# Reading the parameters
parameters = project.parameters
#______________________________________________________________________
# Running IPF for Households
print 'Step 2A: Running IPF procedure for Households... '
hhld_objective_frequency, hhld_estimated_constraint = ipf_nosql.ipf_config_run(db, 'hhld', hhld_control_variables, varCorrDict,
project.adjControlsDicts.hhld,
hhld_dimensions,
state, county, pumano, tract, bg,
parameters, project.selVariableDicts.hhldMargsModify)
print 'IPF procedure for Households completed in %.2f sec \n'%(time.time()-ti)
ti = time.time()
# Running IPF for GQ
print 'Step 2B: Running IPF procedure for Gqs... '
gq_objective_frequency, gq_estimated_constraint = ipf_nosql.ipf_config_run(db, 'gq', gq_control_variables, varCorrDict,
project.adjControlsDicts.gq,
gq_dimensions,
state, county, pumano, tract, bg,
parameters)
print 'IPF procedure for GQ was completed in %.2f sec \n'%(time.time()-ti)
ti = time.time()
# Running IPF for Persons
print 'Step 2C: Running IPF procedure for Persons... '
person_objective_frequency, person_estimated_constraint = ipf_nosql.ipf_config_run(db, 'person', person_control_variables,
varCorrDict,
project.adjControlsDicts.person,
person_dimensions,
state, county,
pumano, tract, bg, parameters)
print 'IPF procedure for Persons completed in %.2f sec \n'%(time.time()-ti)
ti = time.time()
#______________________________________________________________________
# Creating the weights array
print 'Step 3: Running IPU procedure for obtaining weights that satisfy Household and Person type constraints... '
dbc.execute('select rowno from sparse_matrix1_%s group by rowno'%(99999))
result = numpy.asarray(dbc.fetchall())[:,0]
weightsDef = numpy.ones((1,housing_units), dtype = float)[0] * -99
weightsDef[result]=1
print 'Number of housing units - %s' %housing_units
#______________________________________________________________________
# Creating the control array
total_constraint = numpy.hstack((hhld_estimated_constraint[:,0], gq_estimated_constraint[:,0], person_estimated_constraint[:,0]))
#______________________________________________________________________
# Creating the sparse array
dbc.execute('select * from sparse_matrix1_%s' %(99999))
sp_matrix = numpy.asarray(dbc.fetchall())
#______________________________________________________________________
# Running the heuristic algorithm for the required geography
weightsDef = numpy.ones((1,housing_units), dtype = float)[0] * -99
weightsDef[result]=1
if project.parameters.ipuProcedure == "ProportionalUpdating":
print 'Employing the proportional updating procedure for reallocating sample weights', project.parameters.ipuProcedure
iteration, weights, conv_crit_array, wts_array = heuristic_algorithm.heuristic_adjustment(db, 0, index_matrix, weightsDef, total_constraint, sp_matrix, parameters)
elif project.parameters.ipuProcedure == 'EntropyUpdating':
print 'Employing the entropy-based updating procedure for reallocating sample weights', project.parameters.ipuProcedure
iteration, weights, conv_crit_array, wts_array = heuristic_algorithm.ipu_entropy(db, 0, index_matrix, weightsDef, total_constraint, sp_matrix, parameters)
"""
diff = weights - weights1
f = open('weightsComp.csv', 'w')
for i in range(housing_units):
f.write('%s,%s,%s\n' %(weights[i], weights1[i], diff[i]))
f.close()
"""
print 'IPU procedure was completed in %.2f sec\n'%(time.time()-ti)
ti = time.time()
#_________________________________________________________________
print 'Step 4: Creating the synthetic households and individuals...'
# creating whole marginal values
hhld_order_dummy = adjusting_sample_joint_distribution.create_aggregation_string(hhld_control_variables)
hhld_frequencies = drawing_households.create_whole_frequencies(db, 'hhld', hhld_order_dummy, pumano, tract, bg, parameters)
gq_order_dummy = adjusting_sample_joint_distribution.create_aggregation_string(gq_control_variables)
gq_frequencies = drawing_households.create_whole_frequencies(db, 'gq', gq_order_dummy, pumano, tract, bg, parameters)
frequencies = numpy.hstack((hhld_frequencies[:,0], gq_frequencies[:,0]))
#______________________________________________________________________
# Sampling Households and choosing the draw with the best match with with the objective distribution
ti = time.time()
f = open('%s%s%s%spIndexMatrix.pkl'%(project.location, os.path.sep,
project.name, os.path.sep), 'rb')
p_index_matrix = cPickle.load(f)
f.close()
hhidRowDict = drawing_households.hhid_row_dictionary(housing_sample) # row in the master matrix - hhid
rowHhidDict = drawing_households.row_hhid_dictionary(p_index_matrix) # hhid - row in the person index matrix
p_value = 0
max_p = 0
min_chi = 1e10
draw_count = 0
while(p_value < parameters.synPopPTol and draw_count < parameters.synPopDraws):
draw_count = draw_count + 1
synthetic_housing_units = drawing_households.drawing_housing_units(db, frequencies, weights, index_matrix,
sp_matrix, 0,
drawingProcedure=project.parameters.drawingProcedure,
iteration=draw_count+1)
# Creating synthetic hhld, and person attribute tables
synthetic_housing_attributes, synthetic_person_attributes = drawing_households.synthetic_population_properties(db, geo, synthetic_housing_units, p_index_matrix,
housing_sample, person_sample, hhidRowDict,
rowHhidDict)
synth_person_stat, count_person, person_estimated_frequency = drawing_households.checking_against_joint_distribution(person_objective_frequency,
synthetic_person_attributes, person_dimensions.prod(),
pumano, tract, bg)
stat = synth_person_stat
dof = count_person - 1
if dof == 0:
p_value = 1
else:
p_value = scipy.stats.chisqprob(stat, dof)
if p_value > max_p or stat < min_chi:
max_p = p_value
max_p_housing_attributes = synthetic_housing_attributes
max_p_person_attributes = synthetic_person_attributes
min_chi = stat
sp_matrix = None
if draw_count >= parameters.synPopDraws:
print ('Max Iterations (%d) reached for drawing households with the best draw having a p-value of %.4f'
%(parameters.synPopDraws, max_p))
if max_p == 0:
max_p = p_value
max_p_housing_attributes = synthetic_housing_attributes
max_p_person_attributes = synthetic_person_attributes
min_chi = stat
else:
print 'Population with desirable p-value of %.4f was obtained in %d iterations' %(max_p, draw_count)
print 'draw_count - %s, pvalue - %s, chi value - %s' %(draw_count, max_p, min_chi)
#drawing_households.storing_synthetic_attributes('housing', max_p_housing_attributes, county, tract, bg, project.location, project.name)
#drawing_households.storing_synthetic_attributes('person', max_p_person_attributes, county, tract, bg, project.location, project.name)
if max_p_housing_attributes.shape[0] < 2500:
drawing_households.storing_synthetic_attributes1(db, 'housing', max_p_housing_attributes, county, tract, bg)
drawing_households.storing_synthetic_attributes1(db, 'person', max_p_person_attributes, county, tract, bg)
else:
drawing_households.storing_synthetic_attributes2(db, 'housing', max_p_housing_attributes, county, tract, bg)
drawing_households.storing_synthetic_attributes2(db, 'person', max_p_person_attributes, county, tract, bg)
values = (int(state), int(county), int(tract), int(bg), min_chi, max_p, draw_count, iteration, conv_crit_array[-1])
drawing_households.store_performance_statistics(db, geo, values)
print 'Number of Synthetic Household/Group quarters - %d' %((max_p_housing_attributes[:,-2]).sum())
for i in range(len(hhld_control_variables)):
print '%s variable\'s marginal distribution sum is %d' %(hhld_control_variables[i], round(sum(hhld_marginals[i])))
for i in range(len(gq_control_variables)):
print '%s variable\'s marginal distribution sum is %d' %(gq_control_variables[i], round(sum(gq_marginals[i])))
print 'Number of Synthetic Persons - %d' %((max_p_person_attributes[:,-2]).sum())
for i in range(len(person_control_variables)):
print '%s variable\'s marginal distribution sum is %d' %(person_control_variables[i], round(sum(person_marginals[i])))
print 'Synthetic households created for the geography in %.2f\n' %(time.time()-ti)
db.commit()
dbc.close()
db.close()
print 'Blockgroup synthesized in %.4f s' %(time.time()-tii)
def configure_and_run(project, geo, varCorrDict):
f = open('%s%s%s%sindexMatrix_99999.pkl'%(project.location, os.path.sep,
project.name, os.path.sep), 'rb')
index_matrix = cPickle.load(f)
f.close()
state, county, pumano, tract, bg = geo.state, geo.county, geo.puma5, geo.tract, geo.bg
print '------------------------------------------------------------------'
print 'Geography: County - %s, PUMA ID- %s, Tract ID- %0.2f, BG ID- %s' \
%(county, pumano, float(tract)/100, bg)
print '------------------------------------------------------------------'
db = MySQLdb.connect(host = '%s' %project.db.hostname, user = '******' %project.db.username,
passwd = '%s' %project.db.password, db = '%s%s%s'
%(project.name, 'scenario', project.scenario), local_infile=1)
dbc = db.cursor()
tii = time.time()
ti = time.time()
# Identifying the number of housing units in the disaggregate sample
# Make Sure that the file is sorted by hhid
dbc.execute('select hhid, serialno from gq_sample order by hhid')
gq_sample = numpy.asarray(dbc.fetchall(), numpy.int64)
gq_units = dbc.rowcount
dbc.execute('select hhid, serialno from hhld_sample order by hhid')
hhld_sample = numpy.asarray(dbc.fetchall(), numpy.int64)
hhld_units = dbc.rowcount
dbc.execute('select hhid, serialno, pnum, personuniqueid from person_sample order by hhid, pnum')
person_sample = numpy.asarray(dbc.fetchall(), numpy.int64)
housing_sample = numpy.vstack((hhld_sample, gq_sample))
housing_units = gq_units + hhld_units
# Identifying the control variables for the households, gq's
hhld_control_variables = project.hhldVars
gq_control_variables = project.gqVars
# Identifying the number of categories within each control variable for the households, gq's
hhld_dimensions = project.hhldDims
gq_dimensions = project.gqDims
# Checking marginal totals
hhld_marginals = adjusting_sample_joint_distribution.prepare_control_marginals (db, 'hhld', hhld_control_variables, varCorrDict,
project.adjControlsDicts.hhld,
state, county, tract, bg, project.selVariableDicts.hhldMargsModify)
gq_marginals = adjusting_sample_joint_distribution.prepare_control_marginals (db, 'gq', gq_control_variables,
varCorrDict,
project.adjControlsDicts.gq,
state, county, tract, bg)
print 'Step 1A: Checking if the marginals totals are non-zero and if they are consistent across variables...'
print '\tChecking household variables'
adjusting_sample_joint_distribution.check_marginals(hhld_marginals, hhld_control_variables)
print '\tChecking gq variables\n'
adjusting_sample_joint_distribution.check_marginals(gq_marginals, gq_control_variables)
print 'Step 1B: Checking if the geography has any housing units to synthesize...\n'
adjusting_sample_joint_distribution.check_for_zero_housing_totals(hhld_marginals, gq_marginals)
# Reading the parameters
parameters = project.parameters
#______________________________________________________________________
# Running IPF for Households
print 'Step 2A: Running IPF procedure for Households... '
hhld_objective_frequency, hhld_estimated_constraint = ipf_nosql.ipf_config_run(db, 'hhld', hhld_control_variables, varCorrDict,
project.adjControlsDicts.hhld,
hhld_dimensions,
state, county, pumano, tract, bg,
parameters, project.selVariableDicts.hhldMargsModify)
print 'IPF procedure for Households completed in %.2f sec \n'%(time.time()-ti)
ti = time.time()
# Running IPF for GQ
print 'Step 2B: Running IPF procedure for Gqs... '
gq_objective_frequency, gq_estimated_constraint = ipf_nosql.ipf_config_run(db, 'gq', gq_control_variables, varCorrDict,
project.adjControlsDicts.gq,
gq_dimensions,
state, county, pumano, tract, bg,
parameters)
print 'IPF procedure for GQ was completed in %.2f sec \n'%(time.time()-ti)
ti = time.time()
#______________________________________________________________________
# Creating the weights array
print 'Step 3: Running IPU procedure for obtaining weights that satisfy Household constraints... '
dbc.execute('select rowno from sparse_matrix1_%s group by rowno'%(99999))
result = numpy.asarray(dbc.fetchall())[:,0]
print 'Number of housing units - %s' %housing_units
#______________________________________________________________________
# Creating the control array
total_constraint = numpy.hstack((hhld_estimated_constraint[:,0], gq_estimated_constraint[:,0]))
#______________________________________________________________________
# Creating the sparse array
dbc.execute('select * from sparse_matrix1_%s' %(99999))
sp_matrix = numpy.asarray(dbc.fetchall())
#______________________________________________________________________
# Running the heuristic algorithm for the required geography
weightsDef = numpy.ones((1,housing_units), dtype = float)[0] * -99
weightsDef[result]=1
if project.parameters.ipuProcedure == "ProportionalUpdating":
print 'Employing the proportional updating procedure for reallocating sample weights', project.parameters.ipuProcedure
iteration, weights, conv_crit_array, wts_array = heuristic_algorithm_noper.heuristic_adjustment(db, 0, index_matrix, weightsDef, total_constraint, sp_matrix, parameters)
elif project.parameters.ipuProcedure == 'EntropyUpdating':
print 'Employing the entropy-based updating procedure for reallocating sample weights', project.parameters.ipuProcedure
iteration, weights, conv_crit_array, wts_array = heuristic_algorithm_noper.ipu_entropy(db, 0, index_matrix, weightsDef, total_constraint, sp_matrix, parameters)
print 'IPU procedure was completed in %.2f sec\n'%(time.time()-ti)
ti = time.time()
#_________________________________________________________________
print 'Step 4: Creating the synthetic households and individuals...'
# creating whole marginal values
hhld_order_dummy = adjusting_sample_joint_distribution.create_aggregation_string(hhld_control_variables)
hhld_frequencies = drawing_households.create_whole_frequencies(db, 'hhld', hhld_order_dummy, pumano, tract, bg, parameters)
gq_order_dummy = adjusting_sample_joint_distribution.create_aggregation_string(gq_control_variables)
gq_frequencies = drawing_households.create_whole_frequencies(db, 'gq', gq_order_dummy, pumano, tract, bg, parameters)
frequencies = numpy.hstack((hhld_frequencies[:,0], gq_frequencies[:,0]))
housing_objective_frequency = numpy.hstack((hhld_objective_frequency[:,0], gq_objective_frequency[:,0]))
#______________________________________________________________________
# Sampling Households and choosing the draw with the best match with with the objective distribution
ti = time.time()
f = open('%s%s%s%spIndexMatrix.pkl'%(project.location, os.path.sep,
project.name, os.path.sep), 'rb')
p_index_matrix = cPickle.load(f)
f.close()
print 'pIndexMatrix in - %.4f' %(time.time()-ti)
hhidRowDict = drawing_households.hhid_row_dictionary(housing_sample) # row in the master matrix - hhid
rowHhidDict = drawing_households.row_hhid_dictionary(p_index_matrix) # hhid - row in the person index matrix
p_value = 0
max_p = 0
min_chi = 1e10
draw_count = 0
while(p_value < parameters.synPopPTol and draw_count < parameters.synPopDraws):
draw_count = draw_count + 1
#synthetic_housing_units = drawing_households.drawing_housing_units(db, frequencies, weights, index_matrix, sp_matrix, 0, drawingProcedure=project.parameters.drawingProcedure)
synthetic_housing_units = drawing_households.drawing_housing_units(db, frequencies, weights, index_matrix,
sp_matrix, 0,
drawingProcedure=project.parameters.drawingProcedure,
iteration=draw_count+1)
# Creating synthetic hhld, and person attribute tables
synthetic_housing_attributes, synthetic_person_attributes = drawing_households.synthetic_population_properties(db, geo, synthetic_housing_units, p_index_matrix,
housing_sample, person_sample, hhidRowDict,
rowHhidDict)
synth_housing_stat, count_housing, housing_estimated_frequency = drawing_households.checking_against_joint_distribution(housing_objective_frequency,
synthetic_housing_attributes, hhld_dimensions.prod()+gq_dimensions.prod(),
pumano, tract, bg)
stat = synth_housing_stat
dof = count_housing - 1
if dof == 0:
p_value = 1
else:
p_value = scipy.stats.chisqprob(stat, dof)
if p_value > max_p or stat < min_chi:
max_p = p_value
max_p_housing_attributes = synthetic_housing_attributes
max_p_person_attributes = synthetic_person_attributes
min_chi = stat
sp_matrix = None
if draw_count >= parameters.synPopDraws:
print ('Max Iterations (%d) reached for drawing households with the best draw having a p-value of %.4f'
%(parameters.synPopDraws, max_p))
if max_p == 0:
max_p = p_value
max_p_housing_attributes = synthetic_housing_attributes
max_p_person_attributes = synthetic_person_attributes
min_chi = stat
else:
print 'Population with desirable p-value of %.4f was obtained in %d iterations' %(max_p, draw_count)
print 'draw_count - %s, pvalue - %s, chi value - %s' %(draw_count, max_p, min_chi)
#drawing_households.storing_synthetic_attributes('housing', max_p_housing_attributes, county, tract, bg, project.location, project.name)
#drawing_households.storing_synthetic_attributes('person', max_p_person_attributes, county, tract, bg, project.location, project.name)
if max_p_housing_attributes.shape[0] < 2500:
drawing_households.storing_synthetic_attributes1(db, 'housing', max_p_housing_attributes, county, tract, bg)
drawing_households.storing_synthetic_attributes1(db, 'person', max_p_person_attributes, county, tract, bg)
else:
drawing_households.storing_synthetic_attributes2(db, 'housing', max_p_housing_attributes, county, tract, bg)
drawing_households.storing_synthetic_attributes2(db, 'person', max_p_person_attributes, county, tract, bg)
values = (int(state), int(county), int(tract), int(bg), min_chi, max_p, draw_count, iteration, conv_crit_array[-1])
drawing_households.store_performance_statistics(db, geo, values)
print 'Number of Synthetic Household/Group quarters - %d' %((max_p_housing_attributes[:,-2]).sum())
for i in range(len(hhld_control_variables)):
print '%s variable\'s marginal distribution sum is %d' %(hhld_control_variables[i], round(sum(hhld_marginals[i])))
for i in range(len(gq_control_variables)):
print '%s variable\'s marginal distribution sum is %d' %(gq_control_variables[i], round(sum(gq_marginals[i])))
db.commit()
dbc.close()
db.close()
print 'Blockgroup synthesized in %.4f s' %(time.time()-tii)