/// <summary>
/// Solves the game by fictitious play and verifies the solution.
/// </summary>
/// <param name="snapshotAfter">Number of iterations to make an intermediate snapshot after. -1 for no intermediate snapshot.</param>
/// <param name="configureSolver"></param>
private StrategyTree[] SolveAndVerifyVerifySolution(ActionTree at, ChanceTree ct, double epsilon, bool useLp)
{
if (useLp)
{
double[] gv;
StrategyTree[] st = EqLp.Solve(at, ct, out gv);
VisStrategyTree.Show(st[0], Path.Combine(_outDir, "st-0.gv"));
VisStrategyTree.Show(st[1], Path.Combine(_outDir, "st-1.gv"));
Console.WriteLine("LP gv: {0}, {1}", gv[0], gv[1]);
}
FictPlayHelper fp = new FictPlayHelper
{
Epsilon = epsilon,
VisualizeTrees = true,
BaseDir = Path.Combine(_outDir, "fp")
};
StrategyTree[] eqStrategies = fp.Solve(at, ct);
string error;
// Verify consistency of strategies
for (int p = 0; p < 2; ++p)
{
Assert.IsTrue(VerifyAbsStrategy.Verify(eqStrategies[p], p, 1e-7, out error), string.Format("Pos {0}: {1}", p, error));
}
// Run VerifyEq on the computed strategies.
Assert.IsTrue(VerifyEq.Verify(at, ct,
eqStrategies, 3 * epsilon, out error), error);
return(eqStrategies);
}
public void Solve(ActionTree at, HePocketKind[] sbCards, HePocketKind[] bbCards)
{
Ct = CreateCt(sbCards, bbCards);
var gv = new double[2];
Strategies = EqLp.Solve(at, Ct, out gv);
GameValues = gv;
}
/// <summary>
/// This functions simulate a typical use case: create trees in many runs of MC sampling, write them, read again
/// and merge into the master tree. The master tree is than verified.
/// </summary>
private void GenerateAndVerifyCT(string name, GameDefinition gd, IChanceAbstraction[] chanceAbstractions, bool areAbstractionsEqual, int samplesCount, int runsCount, double avRelProbabEps, double avPotShareEps, double eqValEps, bool visualize)
{
CtMcGen.Tree masterTree = new CtMcGen.Tree();
int rngSeed = (int)DateTime.Now.Ticks;
for (int run = 0; run < runsCount; ++run)
{
CtMcGen.Tree runTree = CtMcGen.Generate(gd, chanceAbstractions, areAbstractionsEqual, samplesCount, rngSeed, null);
string fileName = Path.Combine(_outDir, String.Format("{0}-{1}-ct.dat", gd.Name, name));
runTree.Write(fileName);
masterTree.Read(fileName);
// Do not use the timer anymore because the tests are too fast.
rngSeed++;
}
ChanceTree actCt = masterTree.ConvertToChanceTree();
VisChanceTree.Show(actCt, Path.Combine(_outDir, String.Format("{0}-{1}-ct.gv", gd.Name, name)));
VerifyChanceTree.VerifyS(actCt);
ChanceTree expCt = CreateChanceTreeByAbstraction.CreateS(gd, chanceAbstractions);
Assert.AreEqual(expCt.PlayersCount, actCt.PlayersCount);
CompareChanceTrees cmp = new CompareChanceTrees();
cmp.IsVerbose = visualize;
cmp.Output = Console.Out;
cmp.Compare(expCt, actCt);
VisChanceTree.Show(expCt, Path.Combine(_outDir, String.Format("{0}-{1}-ct-exp.gv", gd.Name, name)));
Assert.Less(cmp.AverageRelProbabDiff, avRelProbabEps);
for (int p = 0; p < chanceAbstractions.Length; ++p)
{
Assert.Less(cmp.AveragePotShareDiff[p], avRelProbabEps);
}
ActionTree at = CreateActionTreeByGameDef.Create(gd);
double [] actEqValues, expEqValues;
EqLp.Solve(at, actCt, out actEqValues);
EqLp.Solve(at, expCt, out expEqValues);
for (int p = 0; p < chanceAbstractions.Length; ++p)
{
if (visualize)
{
Console.WriteLine("Eq pos: {0} exp: {1} act: {2}", p, expEqValues[p], actEqValues[p]);
}
Assert.AreEqual(expEqValues[p], actEqValues[p], eqValEps);
}
if (visualize)
{
Console.WriteLine();
}
}
static int Main(string[] args)
{
if (!Parser.ParseArgumentsWithUsage(args, _cmdLine))
{
return(1);
}
if (_cmdLine.DebuggerLaunch)
{
Debugger.Launch();
}
GameDefinition gd = XmlSerializerExt.Deserialize <GameDefinition>(_cmdLine.GameDef.Get(Props.Global));
string chanceTreeFile = _cmdLine.ChanceTree.Get(Props.Global);
ChanceTree ct;
if (string.IsNullOrEmpty(chanceTreeFile))
{
ct = CreateChanceTreeByGameDef.Create(gd);
}
else
{
ct = ChanceTree.Read <ChanceTree>(chanceTreeFile);
}
ActionTree at = CreateActionTreeByGameDef.Create(gd);
double [] values;
StrategyTree [] st = EqLp.Solve(at, ct, out values);
if (st == null)
{
Console.WriteLine("Cannot find solution");
return(1);
}
string output = _cmdLine.Output.Get(Props.Global);
string basePath = string.IsNullOrEmpty(output) ? gd.Name : output;
string baseDir = Path.GetDirectoryName(basePath);
string baseName = Path.GetFileNameWithoutExtension(basePath);
for (int p = 0; p < st.Length; ++p)
{
string fileName = Path.Combine(baseDir, string.Format("{0}-{1}.dat", baseName, p));
Console.WriteLine("Eq value pos {0}: {1}, file: {2}", p, values[p], fileName);
st[p].Write(fileName);
}
return(0);
}
private void Solve(TestParams testParams, bool visualize, ConfigureSolver configureSolver)
{
if (visualize)
{
VisActionTree.Show(testParams.ActionTree,
Path.Combine(_outDir, String.Format("{0}-at.gv", testParams.Name)));
VisChanceTree.Show(testParams.ChanceTree,
Path.Combine(_outDir, String.Format("{0}-ct.gv", testParams.Name)));
}
StrategyTree [] eqStrategies = new StrategyTree[testParams.ChanceTree.PlayersCount];
string error;
for (int heroPos = 0; heroPos < testParams.ChanceTree.PlayersCount; ++heroPos)
{
// Create and configure EqLp solver
EqLp solver = new EqLp
{
HeroPosition = heroPos,
ChanceTree = testParams.ChanceTree,
ActionTree = testParams.ActionTree,
};
if (configureSolver != null)
{
configureSolver(solver);
}
// Solve EqLp
solver.Solve();
eqStrategies[heroPos] = solver.Strategy;
if (visualize)
{
VisStrategyTree.Show(solver.Strategy,
Path.Combine(_outDir, string.Format("{0}-eq-{1}.gv", testParams.Name, heroPos)));
}
// Verify the eq value and strategy
Assert.AreEqual(testParams.ExpectedResult[heroPos], solver.Value, testParams.Epsilon, "Wrong eq value");
Assert.IsTrue(VerifyAbsStrategy.Verify(solver.Strategy, solver.HeroPosition, 1e-7, out error), error);
}
// Verify eq, use another (better) epsilon because EqLp and VerifyEq have better precision
// than most of the reference game solvers like OCFR.
Assert.IsTrue(VerifyEq.Verify(testParams.ActionTree, testParams.ChanceTree, eqStrategies, 1e-7, out error), error);
}
/// <summary>
/// Solves the game by fictitious play and verifies the solution.
/// </summary>
/// <param name="snapshotAfter">Number of iterations to make an intermediate snapshot after. -1 for no intermediate snapshot.</param>
/// <param name="configureSolver"></param>
private void SolveAndVerifyVerifySolution(TestParams testParams, bool visualize, bool trace, int[] iterCounts, ConfigureSolver configureSolver)
{
int playersCount = testParams.ChanceTree.PlayersCount;
StrategyTree eqStrategy = RunSolver(testParams, visualize, trace, iterCounts, configureSolver);
string error;
// Verify consistency of strategies
for (int p = 0; p < 2; ++p)
{
Assert.IsTrue(VerifyAbsStrategy.Verify(eqStrategy, p, 1e-7, out error), string.Format("Pos {0}: {1}", p, error));
}
// Run VerifyEq on the computed strategies.
StrategyTree[] strategies = new StrategyTree[] { eqStrategy, eqStrategy };
Assert.IsTrue(VerifyEq.Verify(testParams.ActionTree, testParams.ChanceTree,
strategies, 3 * testParams.Epsilon, out error), error);
//
// Do a redundant test with EqLp
//
// Find game values for our solution
GameValue gv = new GameValue
{
ActionTree = testParams.ActionTree,
ChanceTree = testParams.ChanceTree,
Strategies = new StrategyTree[] { eqStrategy, eqStrategy }
};
gv.Solve();
// Solve eq with EqLp
double[] expEqValues;
StrategyTree[] expStrategies = EqLp.Solve(testParams.ActionTree, testParams.ChanceTree, out expEqValues);
// Verify the eq value and strategy
for (int p = 0; p < 2; ++p)
{
if (visualize)
{
Console.WriteLine("Expected eq value pos {0}: {1}", p, expEqValues[p]);
}
Assert.AreEqual(expEqValues[p], gv.Values[p], testParams.Epsilon, "Eq value differs from EqLp solution");
}
}
public void Test_Eq()
{
GameDefinition gd = XmlSerializerExt.Deserialize <GameDefinition>("kuhn8.gamedef.xml");
ChanceTree ct = CreateChanceTreeByGameDef.Create(gd);
VisChanceTree.Show(ct, "kuhn8-ct.gv");
ActionTree at = CreateActionTreeByGameDef.Create(gd);
VisActionTree.Show(at, "kuhn8-at.gv");
double[] values;
StrategyTree [] strategies = EqLp.Solve(at, ct, out values);
Console.WriteLine("Kuhn8 eq values: {0}, {1}", values[0], values[1]);
VisStrategyTree.Show(strategies[0], "kuhn8-eq-0.gv");
VisStrategyTree.Show(strategies[1], "kuhn8-eq-1.gv");
// Make strategy for T same as for Q
//strategies[0].Nodes[strategies[0].FindNode("0d0 0p0", null)].Probab = 0.5;
//strategies[0].Nodes[strategies[0].FindNode("0d0 0p0 1p1 0p1", null)].Probab = 0.5;
//strategies[0].Nodes[strategies[0].FindNode("0d0 0p1", null)].Probab = 0.5;
// Make strategy for Q same as for T
strategies[0].Nodes[strategies[0].FindNode("0d2 0p0", null)].Probab = 0;
strategies[0].Nodes[strategies[0].FindNode("0d2 0p0 1p1 0p1", null)].Probab = 0;
strategies[0].Nodes[strategies[0].FindNode("0d2 0p1", null)].Probab = 1;
VisStrategyTree.Show(strategies[0], "kuhn8-eq-0-adj.gv");
Br br = new Br {
ActionTree = at, ChanceTree = ct, HeroPosition = 1
};
br.Strategies = new StrategyTree[] { strategies[0], null };
br.Solve();
StrategyTree br0 = br.Strategies[1];
Console.WriteLine("Br against pos 0: {0}", br.Value);
VisStrategyTree.Show(strategies[1], "kuhn8-eq-br-0.gv");
}
void SolveGame(string runDir, GameDefinition gd, IChanceAbstraction [] chanceAbstractions, double [] brValues)
{
ChanceTree ct = CreateChanceTreeByAbstraction.CreateS(gd, chanceAbstractions);
ActionTree at = CreateActionTreeByGameDef.Create(gd);
double[] eqValues;
StrategyTree[] eqStrategies = EqLp.Solve(at, ct, out eqValues);
string error;
for (int p = 0; p < gd.MinPlayers; ++p)
{
Assert.IsTrue(VerifyAbsStrategy.Verify(eqStrategies[p], p, 1e-7, out error), error);
}
// Verify eq
Assert.IsTrue(VerifyEq.Verify(at, ct, eqStrategies, 1e-7, out error), error);
StrategyTree[] brStrategies = new StrategyTree[gd.MinPlayers];
// Find BR for each position
for (int heroPos = 0; heroPos < gd.MinPlayers; ++heroPos)
{
Br br = new Br
{
HeroPosition = heroPos,
ActionTree = at,
ChanceTree = ct,
Strategies = (StrategyTree[])eqStrategies.Clone()
};
br.Solve();
brStrategies[heroPos] = br.Strategies[heroPos];
brValues[heroPos] = br.Value;
}
MergeAndSaveStrategies(runDir, "", eqStrategies, chanceAbstractions);
MergeAndSaveStrategies(runDir, "-br", brStrategies, chanceAbstractions);
}
