finale Version: Readme für Dr. Gaggl, Reqs ergänzt (kp ob notwendig), weiss als Farbe im Plot ausschliessen, main um simanneal-params ergaenzt
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Readme.txt
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Readme.txt
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README
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-----
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Für die Ausführung des Algorithmus wird Python 3 (empfohlene Version: 3.6.1) benötigt.
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Die Packages, die zusätzlich gebraucht werden, können der requirements.txt entnommen werden.
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(Installation kann hier einzeln oder über den Befehl: python -m pip install -r requirements.txt)
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Zur Ausführung bitte im Terminal in den Ordner src gehen und dort das Skript main.py starten.
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Parameter, die hierbei möglich sind:
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-h zeigt alle Optionen an
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-p aktiviert die Ausgabe über den Plotter als Diagramm
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-l wird benötigt falls die Eingabe eine Liste von Problemen ist (d.h. für jobshop1.txt)
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-i Index des Problems in der Liste (nur relevant bei -l)
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-t setzt die Starttemperatur des Simulated Annealings
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-s setzt die maximalen Umformungsschritte pro Generierung einer neuen Lösung
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-a setzt die Wahrscheinlichkeit, pro Umformungsschritt auch eine Lösung zu akzeptieren, obwohl
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noch nicht die maximalen Umformungsschritte erreicht sind
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-t -s und -a müssen nicht alle gesetzt sein, dann wird der jeweilige Defaultwert verwendet
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Defaultwerte: max_temp = 300, max_steps = 250, accept_prob = 0.01
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Beispielaufruf:
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python .\main.py -p -l -i 2 -t 50 ..\inputdata\jobshop1.txt
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@ -1,3 +1,5 @@
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mypy
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Arpeggio
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arpeggio
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matplotlib
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numpy
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tkinter
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@ -38,8 +38,8 @@ def accept(solution):
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Maybe skip this during the first step to generate a more
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random solution.
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"""
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#return tighten(solution)
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return solution
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return tighten(solution)
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#return solution
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def tighten(solution):
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@ -11,7 +11,9 @@ def create_plot(problem, solution):
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with plt.xkcd():
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fig,ax = plt.subplots()
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colorlist = list(colors.XKCD_COLORS.values())
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col = colors.XKCD_COLORS
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del col['xkcd:white']
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colorlist = list(col.values())
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random.shuffle(colorlist)
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for m in range(0, problem.machines):
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mach_ops = [ x for x in solution if problem.problem_data[x[1][0]][x[1][1]][1] == m ]
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@ -1,10 +1,10 @@
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#import Parser.js1_style as p
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import Parser.js2_style as p
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import Parser.js1_style as p
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#import Parser.js2_style as p
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from SchedulingAlgorithms import simanneal as sim
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from Output import output as o
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#problem = p.parse_file("../inputdata/jobshop1.txt")[0]
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problem = p.parse_file("../inputdata/sample")
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problem = p.parse_file("../inputdata/jobshop1.txt")[0]
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#problem = p.parse_file("../inputdata/sample")
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sim.init(problem)
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solution = sim.anneal()
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o.create_plot(problem, solution)
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36
src/main.py
36
src/main.py
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@ -13,6 +13,9 @@ Command line options:
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-p activate pretty output (requires tkinter)
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-l assume that a file contains multiple problems, default is only 1
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-i index of the problem you want solved. has no effect without l
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-t set parameter max_temp of simulated annealing
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-s set parameter max_steps of simulated annealing
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-a set parameter accept_prob of simulated annealing
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Invocation:
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python [-hlp] file
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@ -24,8 +27,8 @@ def main():
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js1 = False
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plot = False
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try:
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opts, args = getopt.getopt(sys.argv[1:], 'hpli:')
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except getoptGetoptError as err:
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opts, args = getopt.getopt(sys.argv[1:], 'hpli:t:s:a:')
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except getopt.GetoptError as err:
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print(err)
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sys.exit()
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if ('-h', '') in opts:
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@ -38,6 +41,12 @@ def main():
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js1 = True
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idx = [int(x[1]) for x in opts if x[0]=='-i']
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idx = idx[0] if idx else -1
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max_temp = [int(x[1]) for x in opts if x[0]=='-t']
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max_temp = max_temp[0] if max_temp else -1
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max_steps = [int(x[1]) for x in opts if x[0]=='-s']
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max_steps = max_steps[0] if max_steps else -1
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accept_prob = [int(x[1]) for x in opts if x[0]=='-a']
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accept_prob = accept_prob[0] if accept_prob else -1
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if not args:
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print("No file given.")
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sys.exit()
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@ -56,7 +65,28 @@ def main():
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problem = problem[idx]
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print(problem)
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sim.init(problem)
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solution = sim.anneal()
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if not max_temp == -1:
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if not max_steps == -1:
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if not accept_prob == -1:
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solution = sim.anneal(max_temp, max_steps, accept_prob)
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else:
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solution = sim.anneal(max_temp = max_temp, max_steps = max_steps)
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else:
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if not accept_prob == -1:
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solution = sim.anneal(max_temp = max_temp, accept_prob = accept_prob)
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else:
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solution = sim.anneal(max_temp = max_temp)
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else:
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if not max_steps == -1:
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if not accept_prob == -1:
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solution = sim.anneal(max_steps = max_steps, accept_prob = accept_prob)
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else:
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solution = sim.anneal(max_steps = max_steps)
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else:
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if not accept_prob == -1:
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solution = sim.anneal(accept_prob = accept_prob)
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else:
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solution = sim.anneal()
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print(solution)
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print(sim.rate(solution))
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if plot:
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