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Line 96:
Line 96: − − [[Image:Temperature.jpg|thumb|left|300 px|A plot of BestCostFunktion versus Step Number]] − Line 107:
Line 104: − ''RESULTS (thus far):''+ + + + + + +
→Job Runs
[[Image:BCF.jpg|thumb|right|300 px|A plot of BestCostFunktion versus Step Number]]
[[Image:BCF.jpg|thumb|right|300 px|A plot of BestCostFunktion versus Step Number]]
== Running the MIR Solver/Scheduler ==
== Running the MIR Solver/Scheduler ==
=== Answers to the MIR Questions ===
=== Answers to the MIR Questions ===
The head node does not exchange answers with the other nodes. The BestCostFunktion file only contains the head node's information.
The head node does not exchange answers with the other nodes. The BestCostFunktion file only contains the head node's information.
'''justification:''' the minimum value of the head node's costfunction was the minimum found in the BCF file. While other nodes had found lower solutions. I do not have proof of the 22991 value, but I do have proof of solutions in the 20k's.
'''justification:''' the minimum value of the head node's costfunction was the minimum found in the BCF file. While other nodes had found lower solutions. I do not have proof of the 22991 value, but I do have proof of solutions in the 20k's.
As far as I can tell now, the nodes all go through runs in unison. That is they each heat up cool down 10 times.
As far as I can tell now, the nodes all go through runs in unison. That is they each heat up cool down 10 times.
'''justification:''' A visual inspection of each of the nodes' cost functions shows less and less hill climbing as step number progresses (and temperature decreases). Since the number of this Cost Function density is periodic in step number, equalling about 7 in total (out of ten). The 7 is a result of the information from each node being taken before the end of the run. (NOTE: the claim about temperature versus the costfunction will need to be tested.)
'''justification:''' A visual inspection of each of the nodes' cost functions shows less and less hill climbing as step number progresses (and temperature decreases). Since the number of this Cost Function density is periodic in step number, equalling about 7 in total (out of ten). The 7 is a result of the information from each node being taken before the end of the run. (NOTE: the claim about temperature versus the costfunction will need to be tested.)
[[Image:CF_alpha_pt5.jpg|thumb|Cost Function for >= 7 Independent Runs]]
[[Image:node_13_CF.jpg|thumb|Cost Function for Node 13 after about 5 ]]
[[Image:node_13_CF_indiv.jpg|thumb|Cost Function for Node 13 indiv ]]