BCESolve
Class List
Here are the classes, structs, unions and interfaces with brief descriptions:
 CadditiveCorrelated
 CBCEAbstractGameThe base class for games of incomplete information
 CBCEConditionalTableModelTable models for BCEViewer
 CBCECounterClass for iterating through arrays
 CBCEDataStateClass for storing and manipulating solution data used by the plot handler
 CBCEDistrUtility class for probability distributions
 CBCEDistrArrayWeighted sum of distributions
 CBCEExceptionException class for BCESolve
 CBCEGameThe base class for games of incomplete information
 CBCEGameHandlerThis class handles the widgets for editing/displaying the game
 CBCEGurobiCallbackCallback object to communicate with the gurobi solver
 CBCELabelClass handling labeling of controls in the solution tab
 CBCELineEditRead-only QLineEdits displaying slider values
 CBCELogHandlerLog tab for the BCEViewer
 CBCELogStreamRedirects all couts in the program to the log tab
 CBCEObjWeightsTableModelModel for Objective Weights in the BCEViewer
 CBCEPayoffTableModelDerived class for payoff table models
 CBCEPlotHandlerThis class handles all the plotting in the solution tab
 CBCEPlotTitleClass handling labeling of plots in the solution tab
 CBCEPriorTableModelTable models for BCEViewer
 CBCEProbabilityTableModelTable models for BCEViewer
 CBCEPushButtonQPushButton that emits the player when clicked
 CBCEquilibriumClass for storing a BCE
 CBCESliderQScrollBar with added signal and slots
 CBCESolutionClass for storing data produced by BCESolver
 CBCESolverSolves a BCEAbstractGame using gurobi
 CBCESolverWorkerClass for solving games created in the game tab
 CBCETableModelTable models for BCEViewer
 CBCETableViewSpecialized table view for BCEViewer
 CBCEValueSetPlotQCustomPlot with Tool-tip and click functionality
 CBCEWindowAssembles BCEGameHandler, BCEPlotHandler, and BCELogHandler into a Unified GUI
 CbernoulliBernoulli distribution
 CtruncatedTruncated version of a distribution
 CuniformUniform distribution
 CuniformNoTieUniform distribution with no ties
 CuniformWithMassPntUniform w/ mass at zero
 CunimodalUnimodal distribution
 CvToTheAlphaCDF is of the form $F(v0,v1)=v_0^{\alpha_0}v_1^{\alpha_1}$