I use python multiprocessing library for an algorithm in which I have many workers processing certain data and returning result to the parent process. I use multiprocessing.Queu
I changed your code slightly to make it work (see explanation below).
import multiprocessing as mp
import random
workers_count = 5
# Probability of failure, change to simulate failures
fail_init_p = 0.5
fail_job_p = 0.4
#========= Worker =========
def do_work(job_state, arg):
if random.random() < fail_job_p:
raise Exception("Job failed")
return "job %d processed %d" % (job_state, arg)
def init(args):
if random.random() < fail_init_p:
raise Exception("Worker init failed")
return args
def worker_function(args, jobs_queue, result_queue):
# INIT
# What to do when init() fails?
try:
state = init(args)
except:
print "!Worker %d init fail" % args
result_queue.put('init failed')
return
# DO WORK
# Process data in the jobs queue
for job in iter(jobs_queue.get, None):
try:
# Can throw an exception!
result = do_work(state, job)
result_queue.put(result)
except:
print "!Job %d failed, skip..." % job
result_queue.put('job failed')
#========= Parent =========
jobs = mp.Queue()
results = mp.Queue()
for i in range(workers_count):
mp.Process(target=worker_function, args=(i, jobs, results)).start()
# Populate jobs queue
results_to_expect = 0
for j in range(30):
jobs.put(j)
results_to_expect += 1
init_failures = 0
job_failures = 0
successes = 0
while job_failures + successes < 30 and init_failures < workers_count:
result = results.get()
init_failures += int(result == 'init failed')
job_failures += int(result == 'job failed')
successes += int(result != 'init failed' and result != 'job failed')
#print init_failures, job_failures, successes
for ii in range(workers_count):
jobs.put(None)
My changes:
jobs
to be just a normal Queue
(instead of JoinableQueue
).None
jobs) for however many workers you have, regardless. Note that not all of these may be pulled from the queue (in case the worker failed to initalize).By the way, your original code was nice and easy to work with. The random probabilities bit is pretty cool.