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Keijzer

Timestamp:

05/21/12 15:38:58 (13 years ago)

Author:

sforsten

Message:

#1784:

added additional Keijzer problem instances
capitalized names real world problem instances
added Friedman I and II
added link to VariousInstanceProvider
changed symbol of info button for ProblemInstanceProvider in ProblemInstanceConsumerView
added CSVProvider for classification and regression problems
ProblemInstanceProviderViewGeneric only shows controls to load problem instances, if the selected ProblemInstanceProvider contains IDataDescriptor

Location:

Files:

Property svn:ignore

r7849	r7860
27	27	public class KeijzerFunctionFifteen : ArtificialRegressionDataDescriptor {
28	28
29		public override string Name { get { return "Keijzer 15 f(x) = 8 / (2 + x^2 + y^2)"; } }
	29	public override string Name { get { return "Keijzer 15 f(x, y) = 8 / (2 + x^2 + y^2)"; } }
30	30	public override string Description {
31	31	get {

r7849	r7860
27	27	public class KeijzerFunctionSixteen : ArtificialRegressionDataDescriptor {
28	28
29		public override string Name { get { return "Keijzer 16 f(x) = x^3 / 5 + y^3 / 2 - y - x"; } }
	29	public override string Name { get { return "Keijzer 16 f(x, y) = x^3 / 5 + y^3 / 2 - y - x"; } }
30	30	public override string Description {
31	31	get {

r7849	r7860
27	27	public class KeijzerFunctionThirteen : ArtificialRegressionDataDescriptor {
28	28
29		public override string Name { get { return "Keijzer 13 f(x) = x^4 - x^3 + y^2 / 2 - y"; } }
	29	public override string Name { get { return "Keijzer 13 f(x, y) = x^4 - x^3 + y^2 / 2 - y"; } }
30	30	public override string Description {
31	31	get {

r7849	r7860
27	27	public class KeijzerFunctionTwelve : ArtificialRegressionDataDescriptor {
28	28
29		public override string Name { get { return "Keijzer 12 f(x) = xy + sin((x - 1)(y - 1))"; } }
	29	public override string Name { get { return "Keijzer 12 f(x, y) = xy + sin((x - 1)(y - 1))"; } }
30	30	public override string Description {
31	31	get {

-                      r7849
+                      r7860
       List<IDataDescriptor> descriptorList = new List<IDataDescriptor>();
       descriptorList.Add(new KeijzerFunctionFour());
+      descriptorList.Add(new KeijzerFunctionFive());
       descriptorList.Add(new KeijzerFunctionSix());
       descriptorList.Add(new KeijzerFunctionSeven());
       descriptorList.Add(new KeijzerFunctionEight());
+      descriptorList.Add(new KeijzerFunctionNine());
+      descriptorList.Add(new KeijzerFunctionEleven());
       descriptorList.Add(new KeijzerFunctionTwelve());
       descriptorList.Add(new KeijzerFunctionThirteen());
+      descriptorList.Add(new KeijzerFunctionFourteen());
       descriptorList.Add(new KeijzerFunctionFifteen());
       descriptorList.Add(new KeijzerFunctionSixteen());

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