public void Test_Kuhn_CA() { ChanceAbstractedGameDefParams testParams = new ChanceAbstractedGameDefParams(this, "Kuhn-CA", "kuhn.gamedef.xml", new IChanceAbstraction[] { new KuhnChanceAbstraction(), new KuhnChanceAbstraction() }, 0.001); SolveAndVerifyVerifySolution(testParams, false, false, new int[] { 100, -1 }, null); }
public void Test_Kuhn_CA() { ChanceAbstractedGameDefParams testParams = new ChanceAbstractedGameDefParams(this, "Kuhn-CA", "kuhn.gamedef.xml", new IChanceAbstraction[] { new KuhnChanceAbstraction(), new KuhnChanceAbstraction() }, new double[] { -1.0 / 18, 1.0 / 18 }, 0.0000000000005); Solve(testParams, false, null); }
public void Test_Kuhn_CA() { ChanceAbstractedGameDefParams testParams = new ChanceAbstractedGameDefParams(this, "Kuhn-CA", "kuhn.gamedef.xml", new IChanceAbstraction [] { new KuhnChanceAbstraction(), new KuhnChanceAbstraction() }, new string[] { "eq-KunhPoker-0-s.xml", "eq-KunhPoker-1-s.xml" }, new double[] { -1.0 / 18, 1.0 / 18 }, 0); // Set PrepareVis to true on purpose, to let it run too. GameValue gv = Solve(testParams, false, s => { s.PrepareVis = true; }); }
public void Test_LeducHe_CA_Ocfr_JQ_K_pair_nopair() { var testParams = new ChanceAbstractedGameDefParams(this, "LeducHe-JQK", "leduc-he.gamedef.xml", new IChanceAbstraction[] { new LeducHeChanceAbstraction(LeducHeChanceAbstraction.JQ_K_pair_nopair), new LeducHeChanceAbstraction(LeducHeChanceAbstraction.JQ_K_pair_nopair), }, _isDebug ? 0.01 : 0.005); SolveAndVerifyVerifySolution(testParams, false, false, new int[] { 100, -1 }, null); }
public void Test_LeducHe_CA_Ocfr_FullGame_FractionalResult() { var testParams = new ChanceAbstractedGameDefParams(this, "LeducHe-FG-FR", "leduc-he.gamedef.xml", new IChanceAbstraction[] { new LeducHeChanceAbstraction(LeducHeChanceAbstraction.FullGame), new LeducHeChanceAbstraction(LeducHeChanceAbstraction.FractionalResult), }, _isDebug ? 0.01 : 0.005); testParams.EqualCa = false; SolveAndVerifyVerifySolution(testParams, false, false, new int[] { 100, -1 }, null); }
public void Test_LeducHe_CA_Trivial() { // Take the same value as for exact game because this abstraction is losless. var testParams = new ChanceAbstractedGameDefParams(this, "LeducHe-FG", "leduc-he.gamedef.xml", new IChanceAbstraction[] { new TrivialChanceAbstraction(), new TrivialChanceAbstraction(), }, _isDebug ? 0.01 : 0.005); SolveAndVerifyVerifySolution(testParams, false, false, new int[] { 100, -1 }, null); }
public void Test_LeducHe_CA_Fullgame() { // Take the same value as for exact game because this abstraction is losless. double expValue = 0.0428032120390257; var testParams = new ChanceAbstractedGameDefParams(this, "LeducHe-FG", "leduc-he.gamedef.xml", new IChanceAbstraction[] { new LeducHeChanceAbstraction(LeducHeChanceAbstraction.FullGame), new LeducHeChanceAbstraction(LeducHeChanceAbstraction.FullGame), }, new double[] { -expValue, expValue }, 0.0000000000005); Solve(testParams, false, null); }
public void Test_LeducHe_CA_Ocfr__JQ_K_pair_nopair__FractionalResult() { // Take average from 2 OCFR BRs and divide by 2 for our stakes. double expValue = (0.0375278 + 0.0370542) / 4; var testParams = new ChanceAbstractedGameDefParams(this, "LeducHe-JQK-FR", "leduc-he.gamedef.xml", new IChanceAbstraction[] { new LeducHeChanceAbstraction(LeducHeChanceAbstraction.JQ_K_pair_nopair), new LeducHeChanceAbstraction(LeducHeChanceAbstraction.FractionalResult), }, new double[] { expValue, -expValue }, 0.00025); Solve(testParams, false, null); }
public void Test_LeducHe_CA_Ocfr_FullGame_FractionalResult() { // Take average from 2 OCFR BRs and divide by 2 for our stakes. double expValue = (0.215496 + 0.215146) / 4; var testParams = new ChanceAbstractedGameDefParams(this, "LeducHe-FG-FR", "leduc-he.gamedef.xml", new IChanceAbstraction[] { new LeducHeChanceAbstraction(LeducHeChanceAbstraction.FullGame), new LeducHeChanceAbstraction(LeducHeChanceAbstraction.FractionalResult), }, new double[] { expValue, -expValue }, 0.00005); Solve(testParams, false, null); }
public void Test_LeducHe_CA_Ocfr_JQ_K_pair_nopair() { // Take average from 2 OCFR BRs and divide by 2 for our stakes. double expValue = (0.107228 + 0.107589) / 4; var testParams = new ChanceAbstractedGameDefParams(this, "LeducHe-JQK", "leduc-he.gamedef.xml", new IChanceAbstraction[] { new LeducHeChanceAbstraction(LeducHeChanceAbstraction.JQ_K_pair_nopair), new LeducHeChanceAbstraction(LeducHeChanceAbstraction.JQ_K_pair_nopair), }, new double[] { -expValue, expValue }, 0.00005); Solve(testParams, false, null); }
public void Test_LeducHe_CA_Ocfr__JQ_K_pair_nopair__FractionalResult() { var testParams = new ChanceAbstractedGameDefParams(this, "LeducHe-JQK-FR", "leduc-he.gamedef.xml", new IChanceAbstraction[] { new LeducHeChanceAbstraction(LeducHeChanceAbstraction.JQ_K_pair_nopair), new LeducHeChanceAbstraction(LeducHeChanceAbstraction.FractionalResult), }, _isDebug ? 0.01 : 0.005); testParams.EqualCa = false; SolveAndVerifyVerifySolution(testParams, false, false, new int[] { 100, -1 }, s => { s.IsVerbose = true; s.EpsilonLogThreshold = 0; //s.IterationVerbosity = 1000; //s.MaxIterationCount = 2000; }); }