Changeset 16738 for branches/2994-AutoDiffForIntervals
- Timestamp:
- 04/01/19 19:19:14 (6 years ago)
- Location:
- branches/2994-AutoDiffForIntervals
- Files:
-
- 3 edited
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- Unmodified
- Added
- Removed
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branches/2994-AutoDiffForIntervals/HeuristicLab.Algorithms.DataAnalysis.ConstrainedNonlinearRegression/3.4/ConstrainedNonlinearRegression.cs
r16727 r16738 207 207 /// <returns></returns> 208 208 public static ISymbolicRegressionSolution CreateRegressionSolution(RegressionProblemData problemData, string modelStructure, int maxIterations, bool applyLinearScaling, IRandom rand = null) { 209 if (applyLinearScaling) throw new NotSupportedException("Linear scaling is not yet supported in NLR with constraints."); 209 210 var parser = new InfixExpressionParser(); 210 211 var tree = parser.Parse(modelStructure); … … 262 263 foreach (var constraint in constraints) { 263 264 if (constraint.IsDerivation) { 265 if (!problemData.AllowedInputVariables.Contains(constraint.Variable)) 266 throw new ArgumentException($"Invalid constraint: the variable {constraint.Variable} does not exist in the dataset."); 264 267 var df = DerivativeCalculator.Derive(treeForDerivation, constraint.Variable); 265 268 -
branches/2994-AutoDiffForIntervals/HeuristicLab.Problems.DataAnalysis.Symbolic/3.4/Interpreter/Interpreter.cs
r16727 r16738 389 389 for (int i = 0; i < paramNodes.Length; ++i) { 390 390 if (paramNodes[i] == null) continue; 391 lowerGradient[i] = l.Gradient.Elements[paramNodes[i]];392 upperGradient[i] = u.Gradient.Elements[paramNodes[i]];391 if (l.Gradient.Elements.TryGetValue(paramNodes[i], out AlgebraicDouble value)) lowerGradient[i] = value; 392 if (u.Gradient.Elements.TryGetValue(paramNodes[i], out value)) upperGradient[i] = value; 393 393 } 394 394 return new Interval(code[0].value.LowerBound.Value.Value, code[0].value.UpperBound.Value.Value); … … 827 827 return this; 828 828 } 829 830 // Exponentiation by a natural power[a, b] k: 831 // 832 // if 0∈[a, b], then 833 // [a, b]^0 = [0, 1] 834 // [a, b]^2n = [0, max(a2n, b2n)] 835 // [a, b]^2n+1 = [a2n+1, b2n+1] 836 // if [a, b]>0, then 837 // [a, b]^0 = [1, 1] 838 // [a, b]^k>0 = [ak, bk] 839 // if [a, b]<0, then 840 // [a, b]^0 = [1, 1] 841 // [a, b]^2n = [b2n, a2n] 842 // [a, b]^2n+1 = [a2n+1, b2n+1] 829 843 830 844 public AlgebraicInterval AssignIntPower(AlgebraicInterval a, int p) { -
branches/2994-AutoDiffForIntervals/Tests/AutoDiffTest.cs
r16727 r16738 189 189 } 190 190 191 { 192 193 // derivatives and intervals for flow psi problem 194 var intervals = new Dictionary<string, Interval>(); 195 intervals.Add("x1", new Interval(60.0, 65.0)); 196 intervals.Add("x2", new Interval(30.0, 40.0)); 197 intervals.Add("x3", new Interval(5.0, 10.0)); 198 intervals.Add("x4", new Interval(0.5, 0.8)); 199 intervals.Add("x5", new Interval(0.2, 0.5)); 200 201 var parser = new InfixExpressionParser(); 202 var formatter = new InfixExpressionFormatter(); 203 204 var expr = parser.Parse("x1*x2*x5*(1 - sqr(x4/x5)) + x3 * log(x5/x4)"); 205 206 var dfdx1 = DerivativeCalculator.Derive(expr, "x1"); 207 Assert.AreEqual("('x2' * 'x5' * ((SQR(('x4' / 'x5')) * (-1)) + 1))", formatter.Format(dfdx1)); 208 // x2 x5 (1 - sqr(x4/x5)) 209 210 var dfdx2 = DerivativeCalculator.Derive(expr, "x2"); 211 Assert.AreEqual("('x1' * 'x5' * ((SQR(('x4' / 'x5')) * (-1)) + 1))", formatter.Format(dfdx2)); 212 // x1 x5 (1 - sqr(x4/x5)) 213 214 var dfdx3 = DerivativeCalculator.Derive(expr, "x3"); 215 Assert.AreEqual("LOG(('x5' / 'x4'))", formatter.Format(dfdx3)); 216 // log(x5/x4) 217 218 var dfdx4 = DerivativeCalculator.Derive(expr, "x4"); 219 Assert.AreEqual("((('x1' * 'x2' * 'x5' * 'x4' * 2) / ('x5' * (-1*'x5'))) + (('x4' * 'x5' * 'x3') / ('x5' * SQR('x4') * (-1))))", formatter.Format(dfdx4)); 220 // -2*x1*x2*x5*x4/x5*1/x5 + x3*1/(x5/x4)*x5/sqr(x4) 221 222 var dfdx5 = DerivativeCalculator.Derive(expr, "x5"); 223 Assert.AreEqual("((('x4' * 'x3') / ('x5' * 'x4')) + ('x1' * 'x2' * ((SQR(('x4' / 'x5')) * (-1)) + 1)) + (('x1' * 'x2' * 'x5' * ('x4' * 'x4') * 2) / ('x5' * SQR('x5') * 1)))", formatter.Format(dfdx5)); 224 } 225 226 191 227 } 192 228 }
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