def calc_pure_python(show_output):
    # make a list of x and y values which will represent q
    # xx and yy are the co-ordinates, for the default configuration they'll look like:
    # if we have a 1000x1000 plot
    # xx = [-2.13, -2.1242, -2.1184000000000003, ..., 0.7526000000000064, 0.7584000000000064, 0.7642000000000064]
    # yy = [1.3, 1.2948, 1.2895999999999999, ..., -1.2844000000000058, -1.2896000000000059, -1.294800000000006]
    x_step = (float(x2 - x1) / float(w)) * 2
    y_step = (float(y1 - y2) / float(h)) * 2
    x = []
    y = []
    ycoord = y2
    while ycoord > y1:
        y.append(ycoord)
        ycoord += y_step
    xcoord = x1
    while xcoord < x2:
        x.append(xcoord)
        xcoord += x_step
    q = []
    for ycoord in y:
        for xcoord in x:
            q.append(complex(xcoord, ycoord))

    print "Total elements:", len(q)

    # split work list into continguous chunks, one per CPU
    # build this into chunks which we'll apply to map_async
    nbr_chunks = 1  # experiment with different nbrs of chunks
    #nbr_chunks = multiprocessing.cpu_count()
    print "Multiprocessing using {} chunks of data".format(nbr_chunks)
    chunk_size = len(q) / nbr_chunks

    # split our long work list into smaller chunks
    # make sure we handle the edge case where nbr_chunks doesn't evenly fit into len(q)
    if len(q) % nbr_chunks != 0:
        # make sure we get the last few items of data when we have
        # an odd size to chunks (e.g. len(q) == 100 and nbr_chunks == 3
        nbr_chunks += 1
    chunks = [(q[x * chunk_size:(x + 1) * chunk_size], maxiter)
              for x in xrange(nbr_chunks)]
    print chunk_size, len(chunks), len(chunks[0][0])

    # STUDENTS TO SOLVE THIS SECTION
    # HERE

    end_time = datetime.datetime.now()
    secs = end_time - start_time

    print "Main took", secs

    validation_sum = sum(output)
    print "Total sum of elements (for validation):", validation_sum

    if show_output:
        if SHOW_IN_3D:
            plotting.show_3D(output)
        else:
            plotting.show_2D(output)

    return validation_sum
def calc_pure_python(show_output):
    # make a list of x and y values which will represent q
    # xx and yy are the co-ordinates, for the default configuration they'll look like:
    # if we have a 1000x1000 plot
    # xx = [-2.13, -2.1242, -2.1184000000000003, ..., 0.7526000000000064, 0.7584000000000064, 0.7642000000000064]
    # yy = [1.3, 1.2948, 1.2895999999999999, ..., -1.2844000000000058, -1.2896000000000059, -1.294800000000006]
    x_step = (float(x2 - x1) / float(w)) * 2
    y_step = (float(y1 - y2) / float(h)) * 2
    x = []
    y = []
    ycoord = y2
    while ycoord > y1:
        y.append(ycoord)
        ycoord += y_step
    xcoord = x1
    while xcoord < x2:
        x.append(xcoord)
        xcoord += x_step
    q = []
    for ycoord in y:
        for xcoord in x:
            q.append(complex(xcoord, ycoord))

    print "Total elements:", len(q)

    # split work list into continguous chunks, one per CPU
    # build this into chunks which we'll apply to map_async
    nbr_chunks = 1  # experiment with different nbrs of chunks
    #nbr_chunks = multiprocessing.cpu_count()
    print "ParallelPython using {} chunks of data".format(nbr_chunks)
    chunk_size = len(q) / nbr_chunks

    # split our long work list into smaller chunks
    # make sure we handle the edge case where nbr_chunks doesn't evenly fit into len(q)
    if len(q) % nbr_chunks != 0:
        # make sure we get the last few items of data when we have
        # an odd size to chunks (e.g. len(q) == 100 and nbr_chunks == 3
        nbr_chunks += 1
    chunks = [(q[x * chunk_size:(x + 1) * chunk_size], maxiter) for x in xrange(nbr_chunks)]
    print chunk_size, len(chunks), len(chunks[0][0])

    start_time = datetime.datetime.now()

    # STUDENTS TO SOLVE THIS SECTION
    # HERE

    end_time = datetime.datetime.now()
    secs = end_time - start_time
    print "Main took", secs

    validation_sum = sum(output)
    print "Total sum of elements (for validation):", validation_sum

    if show_output:
        if SHOW_IN_3D:
            plotting.show_3D(output)
        else:
            plotting.show_2D(output)

    return validation_sum
def calc_pure_python(show_output):
    # make a list of x and y values which will represent q
    # xx and yy are the co-ordinates, for the default configuration they'll look like:
    # if we have a 1000x1000 plot
    # xx = [-2.13, -2.1242, -2.1184000000000003, ..., 0.7526000000000064, 0.7584000000000064, 0.7642000000000064]
    # yy = [1.3, 1.2948, 1.2895999999999999, ..., -1.2844000000000058, -1.2896000000000059, -1.294800000000006]
    x_step = (float(x2 - x1) / float(w)) * 2
    y_step = (float(y1 - y2) / float(h)) * 2
    x = []
    y = []
    ycoord = y2
    while ycoord > y1:
        y.append(ycoord)
        ycoord += y_step
    xcoord = x1
    while xcoord < x2:
        x.append(xcoord)
        xcoord += x_step
    q = []
    for ycoord in y:
        for xcoord in x:
            q.append(complex(xcoord, ycoord))

    start_time = datetime.datetime.now()
    output = calculate_z(q, maxiter)
    end_time = datetime.datetime.now()
    secs = end_time - start_time
    print "Main took", secs
    print "Total elements:", len(q)

    validation_sum = sum(output)
    print "Total sum of elements (for validation):", validation_sum

    if show_output:
        if SHOW_IN_3D:
            plotting.show_3D(output)
        else:
            plotting.show_2D(output)

    return validation_sum
def calc_pure_python(show_output):
    # make a list of x and y values which will represent q
    # xx and yy are the co-ordinates, for the default configuration they'll look like:
    # if we have a 1000x1000 plot
    # xx = [-2.13, -2.1242, -2.1184000000000003, ..., 0.7526000000000064, 0.7584000000000064, 0.7642000000000064]
    # yy = [1.3, 1.2948, 1.2895999999999999, ..., -1.2844000000000058, -1.2896000000000059, -1.294800000000006]
    x_step = (float(x2 - x1) / float(w)) * 2
    y_step = (float(y1 - y2) / float(h)) * 2
    x = []
    y = []
    ycoord = y2
    while ycoord > y1:
        y.append(ycoord)
        ycoord += y_step
    xcoord = x1
    while xcoord < x2:
        x.append(xcoord)
        xcoord += x_step
    q = []
    for ycoord in y:
        for xcoord in x:
            q.append(complex(xcoord, ycoord))

    print "Total elements:", len(q)
    start_time = datetime.datetime.now()
    output = calculate_z(q, maxiter)
    end_time = datetime.datetime.now()
    secs = end_time - start_time
    print "Main took", secs

    validation_sum = sum(output)
    print "Total sum of elements (for validation):", validation_sum

    if show_output:
        if SHOW_IN_3D:
            plotting.show_3D(output)
        else:
            plotting.show_2D(output)

    return validation_sum
def calc_pure_python(show_output):
    # make a list of x and y values which will represent q
    # xx and yy are the co-ordinates, for the default configuration they'll look like:
    # if we have a 1000x1000 plot
    # xx = [-2.13, -2.1242, -2.1184000000000003, ..., 0.7526000000000064, 0.7584000000000064, 0.7642000000000064]
    # yy = [1.3, 1.2948, 1.2895999999999999, ..., -1.2844000000000058, -1.2896000000000059, -1.294800000000006]
    x_step = (float(x2 - x1) / float(w)) * 2
    y_step = (float(y1 - y2) / float(h)) * 2
    x = []
    y = []
    ycoord = y2
    while ycoord > y1:
        y.append(ycoord)
        ycoord += y_step
    xcoord = x1
    while xcoord < x2:
        x.append(xcoord)
        xcoord += x_step
    q = []
    for ycoord in y:
        for xcoord in x:
            q.append(complex(xcoord, ycoord))

    print "Total elements:", len(q)

    # split work list into continguous chunks, one per CPU
    # build this into chunks which we'll apply to map_async
    nbr_chunks = 1  # experiment with different nbrs of chunks
    #nbr_chunks = multiprocessing.cpu_count()
    print "ParallelPython using {} chunks of data".format(nbr_chunks)
    chunk_size = len(q) / nbr_chunks

    # split our long work list into smaller chunks
    # make sure we handle the edge case where nbr_chunks doesn't evenly fit into len(q)
    if len(q) % nbr_chunks != 0:
        # make sure we get the last few items of data when we have
        # an odd size to chunks (e.g. len(q) == 100 and nbr_chunks == 3
        nbr_chunks += 1
    chunks = [(q[x * chunk_size:(x + 1) * chunk_size], maxiter) for x in xrange(nbr_chunks)]
    print chunk_size, len(chunks), len(chunks[0][0])

    start_time = datetime.datetime.now()

    # create a Pool which will create Python processes
    # tuple of all parallel python servers to connect with
    ppservers = ()  # use this machine
    # I can't get autodiscover to work at home
    #ppservers=("*",) # autodiscover on network

    job_server = pp.Server(ppservers=ppservers)
    # it'll autodiscover the nbr of cpus it can use if first arg not specified

    print "Starting pp with", job_server.get_ncpus(), "local CPU workers"
    output = []
    jobs = []
    for chunk in chunks:
        print "Submitting job with len(q) {}".format(len(chunk[0]))
        job = job_server.submit(calculate_z, (chunk,), (), ())
        jobs.append(job)
    for job in jobs:
        output_job = job()
        output += output_job
    # print statistics about the run
    print job_server.print_stats()

    end_time = datetime.datetime.now()
    secs = end_time - start_time
    print "Main took", secs

    validation_sum = sum(output)
    print "Total sum of elements (for validation):", validation_sum

    if show_output:
        if SHOW_IN_3D:
            plotting.show_3D(output)
        else:
            plotting.show_2D(output)

    return validation_sum
def calc_pure_python(show_output):
    # make a list of x and y values which will represent q
    # xx and yy are the co-ordinates, for the default configuration they'll look like:
    # if we have a 1000x1000 plot
    # xx = [-2.13, -2.1242, -2.1184000000000003, ..., 0.7526000000000064, 0.7584000000000064, 0.7642000000000064]
    # yy = [1.3, 1.2948, 1.2895999999999999, ..., -1.2844000000000058, -1.2896000000000059, -1.294800000000006]
    x_step = (float(x2 - x1) / float(w)) * 2
    y_step = (float(y1 - y2) / float(h)) * 2
    x = []
    y = []
    ycoord = y2
    while ycoord > y1:
        y.append(ycoord)
        ycoord += y_step
    xcoord = x1
    while xcoord < x2:
        x.append(xcoord)
        xcoord += x_step
    q = []
    for ycoord in y:
        for xcoord in x:
            q.append(complex(xcoord, ycoord))

    print "Total elements:", len(q)

    # split work list into continguous chunks, one per CPU
    # build this into chunks which we'll apply to map_async
    nbr_chunks = 1  # experiment with different nbrs of chunks
    #nbr_chunks = multiprocessing.cpu_count()
    print "ParallelPython using {} chunks of data".format(nbr_chunks)
    chunk_size = len(q) / nbr_chunks

    # split our long work list into smaller chunks
    # make sure we handle the edge case where nbr_chunks doesn't evenly fit into len(q)
    if len(q) % nbr_chunks != 0:
        # make sure we get the last few items of data when we have
        # an odd size to chunks (e.g. len(q) == 100 and nbr_chunks == 3
        nbr_chunks += 1
    chunks = [(q[x * chunk_size:(x + 1) * chunk_size], maxiter)
              for x in xrange(nbr_chunks)]
    print chunk_size, len(chunks), len(chunks[0][0])

    start_time = datetime.datetime.now()

    # tuple of all parallel python servers to connect with
    # for localhost with 0 LOCAL_CPUS run 'ppserver.py -d -a' in another terminal

    # create a Pool which will create Python processes
    # tuple of all parallel python servers to connect with
    ppservers = ("*", )  # autodiscover on network
    NBR_LOCAL_CPUS = 0  # if 0, it sends jobs out to other ppservers
    # use 'ifconfig' on linux/mac to get IP addresses
    #ppservers = ('192.168.0.2',) # use this machine

    job_server = pp.Server(NBR_LOCAL_CPUS, ppservers=ppservers)
    # it'll autodiscover the nbr of cpus it can use if first arg not specified

    print "Starting pp with", job_server.get_ncpus(), "local CPU workers"
    output = []
    jobs = []
    for chunk in chunks:
        print "Submitting job with len(q) {}".format(len(chunk[0]))
        job = job_server.submit(calculate_z, (chunk, ), (), ())
        jobs.append(job)
    for job in jobs:
        output_job = job()
        output += output_job
    # print statistics about the run
    print job_server.print_stats()

    end_time = datetime.datetime.now()
    secs = end_time - start_time
    print "Main took", secs

    validation_sum = sum(output)
    print "Total sum of elements (for validation):", validation_sum

    if show_output:
        if SHOW_IN_3D:
            plotting.show_3D(output)
        else:
            plotting.show_2D(output)

    return validation_sum
def calc_pure_python(show_output):
    # make a list of x and y values which will represent q
    # xx and yy are the co-ordinates, for the default configuration they'll look like:
    # if we have a 1000x1000 plot
    # xx = [-2.13, -2.1242, -2.1184000000000003, ..., 0.7526000000000064, 0.7584000000000064, 0.7642000000000064]
    # yy = [1.3, 1.2948, 1.2895999999999999, ..., -1.2844000000000058, -1.2896000000000059, -1.294800000000006]
    x_step = (float(x2 - x1) / float(w)) * 2
    y_step = (float(y1 - y2) / float(h)) * 2
    x = []
    y = []
    ycoord = y2
    while ycoord > y1:
        y.append(ycoord)
        ycoord += y_step
    xcoord = x1
    while xcoord < x2:
        x.append(xcoord)
        xcoord += x_step
    q = []
    for ycoord in y:
        for xcoord in x:
            q.append(complex(xcoord, ycoord))

    print "Total elements:", len(q)

    # split work list into continguous chunks, one per CPU
    # build this into chunks which we'll apply to map_async
    nbr_chunks = 1  # experiment with different nbrs of chunks
    #nbr_chunks = multiprocessing.cpu_count()
    print "Multiprocessing using {} chunks of data".format(nbr_chunks)
    chunk_size = len(q) / nbr_chunks

    # split our long work list into smaller chunks
    # make sure we handle the edge case where nbr_chunks doesn't evenly fit into len(q)
    if len(q) % nbr_chunks != 0:
        # make sure we get the last few items of data when we have
        # an odd size to chunks (e.g. len(q) == 100 and nbr_chunks == 3
        nbr_chunks += 1
    chunks = [(q[x * chunk_size:(x + 1) * chunk_size], maxiter) for x in xrange(nbr_chunks)]
    print chunk_size, len(chunks), len(chunks[0][0])

    # create a Pool which will create Python processes
    p = multiprocessing.Pool()
    start_time = datetime.datetime.now()
    # send out the work chunks to the Pool
    # po is a multiprocessing.pool.MapResult
    po = p.map_async(calculate_z, chunks)
    # we get a list of lists back, one per chunk, so we have to
    # flatten them back together
    # po.get() will block until results are ready and then
    # return a list of lists of results
    results = po.get()  # [[ints...], [ints...], []]
    output = []
    for res in results:
        output += res
    end_time = datetime.datetime.now()
    secs = end_time - start_time

    print "Main took", secs

    validation_sum = sum(output)
    print "Total sum of elements (for validation):", validation_sum

    if show_output:
        if SHOW_IN_3D:
            plotting.show_3D(output)
        else:
            plotting.show_2D(output)

    return validation_sum
Пример #8
0
def calc_pure_python(show_output, args):
    # make a list of x and y values which will represent q
    # xx and yy are the co-ordinates, for the default configuration they'll look like:
    # if we have a 1000x1000 plot
    # xx = [-2.13, -2.1242, -2.1184000000000003, ..., 0.7526000000000064, 0.7584000000000064, 0.7642000000000064]
    # yy = [1.3, 1.2948, 1.2895999999999999, ..., -1.2844000000000058, -1.2896000000000059, -1.294800000000006]
    x_step = (float(x2 - x1) / float(w)) * 2
    y_step = (float(y1 - y2) / float(h)) * 2
    x = []
    y = []
    ycoord = y2
    while ycoord > y1:
        y.append(ycoord)
        ycoord += y_step
    xcoord = x1
    while xcoord < x2:
        x.append(xcoord)
        xcoord += x_step
    q = []
    for ycoord in y:
        for xcoord in x:
            q.append(complex(xcoord, ycoord))

    print "Total elements:", len(q)

    # split work list into continguous chunks, one per CPU
    # build this into chunks which we'll apply to map_async
    nbr_chunks = 10  # experiment with different nbrs of chunks
    print "Redis HotQueue using {} chunks of data".format(nbr_chunks)
    chunk_size = len(q) / nbr_chunks

    # split our long work list into smaller chunks
    # make sure we handle the edge case where nbr_chunks doesn't evenly fit into len(q)
    if len(q) % nbr_chunks != 0:
        # make sure we get the last few items of data when we have
        # an odd size to chunks (e.g. len(q) == 100 and nbr_chunks == 3
        nbr_chunks += 1
    chunks = [(q[x * chunk_size:(x + 1) * chunk_size], maxiter) for x in xrange(nbr_chunks)]
    print chunk_size, len(chunks), len(chunks[0][0])

    start_time = datetime.datetime.now()

    if args.server:
        # reset queues
        hq_in.clear()
        hq_out.clear()

        # post chunks to the hq_in HotQueue
        for chunk_id, chunk in enumerate(chunks):
            print "Submitting job with len(q) {}".format(len(chunk[0]))
            hq_in.put((chunk_id, chunk))

        # wait until the jobs are complete
        while len(hq_out) != len(chunks):
            if len(hq_out) > 0:
                print "We can see {} computed chunks".format(len(hq_out))
                time.sleep(0.1)

        # the chunks may have been posted out of order
        results = []
        while len(hq_out) > 0:
            results.append(hq_out.get())
        results.sort()
        # reassemble the chunks
        output = []
        for chunk_id, res in results:
            output += res

        end_time = datetime.datetime.now()
        secs = end_time - start_time
        print "Main took", secs

        validation_sum = sum(output)
        print "Total sum of elements (for validation):", validation_sum

        if show_output:
            if SHOW_IN_3D:
                plotting.show_3D(output)
            else:
                plotting.show_2D(output)

        return validation_sum

    else:
        # consume work and post partial results back into hq_out
        while len(hq_in) == 0:
            time.sleep(0.01)
        while len(hq_in) > 0:
            print "{} chunks of work to do".format(len(hq_in))

            chunk_id, chunk = hq_in.get(block=True)
            result = calculate_z(chunk)
            hq_out.put((chunk_id, result))