Package haifa.shopsim.lab

Interface Summary

ProblemSizeChooser	This interface is implemented by classes that are used to specifiy the size of a problem at the start of a simulation.
RandomTimeMaker	This interface is implemented by R.V. generator classes.

Class Summary

AbstractProblemSizeChooser	Maintains references to the shop data and the Nr[] array.
AbstractRandomTimeMaker	Supplies the random field for all sub classes.
BatchRunner	This class is run from the command line.
DataFileWriter
DefaultProblemSizeChooser	A size chooser that gives the Nr array {1,....,1}.
DefaultRandomTimeMaker	Returns the mean as a random time (not random).
ExpRandomTimeMaker	Returns exponential (CV=1) random variables.
GeneralProblemSizeChooser	A size chooser that has a setNr() method and may be set to any size.
LogWindow	This class is a PrintWriter that prints the output to it's own window, it runs on it's own thread and uses a pipe to get the data.
NormalCV025TimeMaker	A random time maker that makes a normal random variable with specified mean and coeffeicient of variation of 0.25.
Pareto2MomentsRandomTimeMaker	A pareto generator with only the first and second moments.
Pareto3MomentsRandomTimeMaker	A pareto generator with only the first, second and third moments.
ParetoRandomTimeMaker	Allows generation of heavy-tail R.V's.
ProportionalProblemSizeChooser	A Size chooser that uses an array P1,...,PR of proportions.
RichShopStatistics	This class is a shopStatistics object, but it also contains some more info.
RichStatisticsCollector	This is a statitiscis collector that creates a RichShopStatittics object.
RichStatReader	This class simply runs from the command prompt and gets a file name argument.
RLikeNShopData	Creates a shop data object where the number of routes just about equals the number of jobs.
ShopStatistics	This object is the result of an observation of a shop simulation run.
StatisticsCollector
WeibullHalfRandomTimeMaker	Returns a weibull R.V. with shape parameter = 1/2.
WeissPropSizeChooser	This problem size chooser creates Nr's based on weiss's suggestion of proporitons.