private void handleToolStripMenuClick(RunType runType)
{
this.reset();
tbElapsedTime.Text = " Running...";
tbCostOfTour.Text = " Running...";
Refresh();
Solver solver;
if (runType == RunType.BRANCH_AND_BOUND)
{
BranchAndBoundSolver babs = new BranchAndBoundSolver(CityData);
CityData = babs.solve();
}
else if (runType == RunType.GREEDY)
{
CityData = GreedySolver.solve(CityData);
}
else if (runType == RunType.FANCY)
{
solver = new FancySolver();
CityData = solver.solve(CityData);
}
else // runType == RunType.DEFAULT
{
solver = new DefaultSolver();
CityData = solver.solve(CityData);
}
tbCostOfTour.Text = CityData.bssf.costOfRoute.ToString();
tbElapsedTime.Text = CityData.timeElasped.ToString();
tbNumSolutions.Text = CityData.solutions.ToString();
Invalidate(); // force a refresh.
}
public TSPSolution solve(TSPInput input)
{
GreedySolver s = new GreedySolver();
best = s.solve(input).computeDistance() + 1;
bestSolution = new int[input.nodesCount];
List <int> current = new List <int>();
current.Add(0);
List <int> remaining = new List <int>();
for (int i = 1; i < input.nodesCount; i++)
{
remaining.Add(i);
}
trySolve(input, current, remaining, 0);
TSPSolution result = new TSPSolution(input);
for (int i = 0; i < input.nodesCount - 1; i++)
{
result.setSuccessor(bestSolution[i], bestSolution[i + 1]);
}
result.setSuccessor(bestSolution[input.nodesCount - 1], 0);
return(result);
}
private PermutationStandard initialize2(TSPInput input)
{
var solver = new GreedySolver();
var result = solver.solve(input);
return(new PermutationStandard(result));
}
// finds the best tour possible using the branch and bound method of attack
// For an example of what to return, see DefaultSolver.solve() method.
public Problem solve()
{
Stopwatch timer = new Stopwatch();
timer.Start();
State beginningState = new State(cityData.size);
SolverHelper.initializeState(beginningState, cityData);
this.q.Enqueue(beginningState);
Problem determineBSSFProblem = SolverHelper.clone(cityData);
this.cityData.bssf = GreedySolver.solve(determineBSSFProblem).bssf;
while (q.Count > 0)
{
recur(q.Dequeue());
//Clear out any states that have a BSSF less than
//that of the current
}
timer.Stop();
cityData.timeElasped = timer.Elapsed;
return(cityData);
}
public static void greedyHard()
{
Problem cityData = new Problem(1, 20, 60, HardMode.Modes.Hard);
cityData = GreedySolver.solve(cityData);
if (cityData.bssf.costOfRoute != 4928)
{
throw new SystemException("Incorrect cost");
}
}
public static void greedyEasy()
{
Problem cityData = new Problem(1, 5, 60, HardMode.Modes.Easy);
cityData = GreedySolver.solve(cityData);
if (cityData.bssf.costOfRoute != 2060)
{
throw new SystemException("Incorrect cost");
}
}
/////////////////////////////////////////////////////////////////////////////////////////////
// These additional solver methods will be implemented as part of the group project.
////////////////////////////////////////////////////////////////////////////////////////////
/// <summary>
/// finds the greedy tour starting from each city and keeps the best (valid) one
/// </summary>
/// <returns>results array for GUI that contains three ints: cost of solution, time spent to find solution, number of solutions found during search (not counting initial BSSF estimate)</returns>
public string[] greedySolveProblem()
{
string[] results = new string[3];
GreedySolver greedy = new GreedySolver(Cities, bssf, results);
bssf = greedy.Solve();
return(results);
}
/// <summary>
/// performs a Branch and Bound search of the state space of partial tours
/// stops when time limit expires and uses BSSF as solution
/// </summary>
/// <returns>results array for GUI that contains three ints: cost of solution, time spent to find solution, number of solutions found during search (not counting initial BSSF estimate)</returns>
public string[] bBSolveProblem()
{
string[] results = new string[3];
//Find a smart starting bssf
GreedySolver greedy = new GreedySolver(Cities, bssf, results);
bssf = greedy.Solve();
BranchAndBoundSolver brancher = new BranchAndBoundSolver(Cities, bssf, results, time_limit);
bssf = brancher.Solve();
return(results);
}