Beispiel #1
0
        private void button5_Click(object sender, EventArgs e)
        {
            int num1 = listBox2.SelectedIndex;
            int num2 = listBox3.SelectedIndex;

            AddKernel
                (new BSplain.SplainInstance
                (
                    Kernels[num1].Multiplier * Kernels[num2].Multiplier,
                    (checkBox1.Checked) ?
                    (Matrixes.TensorProduct(Kernels[num1].MatrixForm, Matrixes.GetTransp(Kernels[num2].MatrixForm), false))
                : Matrixes.TensorProduct(Kernels[num1].MatrixForm, Kernels[num2].MatrixForm, true),
                    (textBox3.Text == "")?("Нове ядро"): textBox3.Text)
                );
        }
Beispiel #2
0
        private void button2_Click(object sender, EventArgs e)
        {
            var j = Matrixes.TensorProduct(
                new double[, ]
            {
                { 1, 6, 1 }
            },
                Matrixes.GetTransp(new double[, ]
            {
                { 1, 6, 1 }
            }), false);

            for (int i = 0; i < BSplain.StartTwoDimSplains.TwoDimSplainStarterPack.Count; i++)
            {
                AddKernel(BSplain.StartTwoDimSplains.TwoDimSplainStarterPack[i]);
            }
        }
 static StartTwoDimSplains()
 {
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (8 * 8),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 6, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 6, 1 }
     }), false),
             "Двовим. Згладжуючий S(2,0)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (48 * 48),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, -4, -5, 304, -5, -4, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, -4, -5, 304, -5, -4, 1 }
     }), false),
             "Двовим. Згладжуючий S(2,1)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (288 * 288),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, -4, -5, 304, -5, -4, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, -4, -5, 304, -5, -4, 1 }
     }), false),
             "Двовим. Згладжуючий S(2,2)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / 36,
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 4, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 4, 1 }
     }), false),
             "Двовим. Згладжуючий S(3,0)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (144 * 144),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { -5, 14, 126, 14, -5 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { -5, 14, 126, 14, -5 }
     }), false),
             "Двовим. Згладжуючий S(3,1)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (6912 * 6912),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 47, -240, 249, 6800, 249, -240, 47 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 47, -240, 249, 6800, 249, -240, 47 }
     }), false),
             "Двовим. Згладжуючий S(3,2)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (384 * 384),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 76, 230, 76, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 76, 230, 76, 1 }
     }), false),
             "Двовим. Згладжуючий S(4,0)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (120 * 120),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 26, 66, 26, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 26, 66, 26, 1 }
     }), false),
             "Двовим. Згладжуючий S(5,0)"
         )
     );
     ///////
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (8 * 8),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 6, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 6, 1 }
     }), false),
             "Двовим. Високочастотний S(2,0)"
         )
     );
     for (int i = 0; i < 3; i++)
     {
         for (int j = 0; j < 3; j++)
         {
             TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[i, j] *= -1;
         }
     }
     TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[1, 1] = 28;
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / 36,
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 4, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 4, 1 }
     }), false),
             "Двовим. Високочастотний S(3,0)"
         )
     );
     for (int i = 0; i < 3; i++)
     {
         for (int j = 0; j < 3; j++)
         {
             TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[i, j] *= -1;
         }
     }
     TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[1, 1] = 20;
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (144 * 144),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { -5, 14, 126, 14, -5 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { -5, 14, 126, 14, -5 }
     }), false),
             "Двовим. Високочастотний S(3,1)"
         )
     );
     for (int i = 0; i < 5; i++)
     {
         for (int j = 0; j < 5; j++)
         {
             TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[i, j] *= -1;
         }
     }
     TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[2, 2] = 4860;
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (6912 * 6912),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 47, -240, 249, 6800, 249, -240, 47 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 47, -240, 249, 6800, 249, -240, 47 }
     }), false),
             "Двовим. Високочастотний S(3,2)"
         )
     );
     for (int i = 0; i < 7; i++)
     {
         for (int j = 0; j < 7; j++)
         {
             TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[i, j] *= -1;
         }
     }
     TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[3, 3] = 1535744;
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (384 * 384),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 76, 230, 76, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 76, 230, 76, 1 }
     }), false),
             "Двовим. Високочастотний S(4,0)"
         )
     );
     for (int i = 0; i < 5; i++)
     {
         for (int j = 0; j < 5; j++)
         {
             TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[i, j] *= -1;
         }
     }
     TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[2, 2] = 94556;
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (120 * 120),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 26, 66, 26, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 26, 66, 26, 1 }
     }), false),
             "Двовим. Високочастотний S(5,0)"
         )
     );
     for (int i = 0; i < 5; i++)
     {
         for (int j = 0; j < 5; j++)
         {
             TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[i, j] *= -1;
         }
     }
     TwoDimSplainStarterPack[TwoDimSplainStarterPack.Count - 1].MatrixForm[2, 2] = 10044;
     ////////////////
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (1156),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, -8, 48, -8, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, -8, 48, -8, 1 }
     }), false),
             "Двовим. Контрастний S(2,0)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / 196,
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, -6, 24, -6, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, -6, 24, -6, 1 }
     }), false),
             "Двовим. Контрастний S(3,0)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d,
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { -0.00067154, -0.04892947, 0.25787256, -0.80938034, 2.20221768, -0.80938034, 0.25787256, -0.04892947, -0.00067154 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { -0.00067154, -0.04892947, 0.25787256, -0.80938034, 2.20221768, -0.80938034, 0.25787256, -0.04892947, -0.00067154 }
     }), false),
             "Двовим. Контрастний S(4,0)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (160574),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { -609, -14144, 73080, -202800, 449520, -202800, 73080, -14144, 609 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { -609, -14144, 73080, -202800, 449520, -202800, 73080, -14144, 609 }
     }), false),
             "Двовим. Контрастний S(5,0)"
         )
     );
     //////
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d / (3136),
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1, 8, -74, 8, 1 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1, 8, -74, 8, 1 }
     }), false),
             "Двовим. Стабілізуючий γ(0)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d,
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 6.12745461019500331312e-5, 8.93587e-02 / 6.12745461019500331312, 5.40282e-01 / 6.12745461019500331312, -7.38748 / 6.12745461019500331312, 5.40282e-01 / 6.12745461019500331312, 8.93587e-02 / 6.12745461019500331312, 6.12745461019500331312e-5 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 6.12745461019500331312e-5, 8.93587e-02 / 6.12745461019500331312, 5.40282e-01 / 6.12745461019500331312, -7.38748 / 6.12745461019500331312, 5.40282e-01 / 6.12745461019500331312, 8.93587e-02 / 6.12745461019500331312, 6.12745461019500331312e-5 }
     }), false),
             "Двовим. Стабілізуючий γ(1)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d,
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1.1160734742838394329222428846644e-4, 2.96456e-06 / 1.1160734742838394329222428846644e-4, 1.59314e-05 / 1.1160734742838394329222428846644e-4, -0.000149424 / 1.1160734742838394329222428846644e-4, 1.59314e-05 / 1.1160734742838394329222428846644e-4, 2.96456e-06 / 1.1160734742838394329222428846644e-4, 1.1160734742838394329222428846644e-4 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1.1160734742838394329222428846644e-4, 2.96456e-06 / 1.1160734742838394329222428846644e-4, 1.59314e-05 / 1.1160734742838394329222428846644e-4, -0.000149424 / 1.1160734742838394329222428846644e-4, 1.59314e-05 / 1.1160734742838394329222428846644e-4, 2.96456e-06 / 1.1160734742838394329222428846644e-4, 1.1160734742838394329222428846644e-4 }
     }), false),
             "Двовим. Стабілізуючий γ(2)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d,
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 1.27420563489571e-5, 4.1165e-03 / 1.27420563489571, 9.20847e-02 / 1.27420563489571, 2.14132e-01 / 1.27420563489571, -1.8949 / 1.27420563489571, 2.14132e-01 / 1.27420563489571, 9.20847e-02 / 1.27420563489571, 4.1165e-03 / 1.27420563489571, 1.6236e-5 / 1.27420563489571 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 1.27420563489571e-5, 4.1165e-03 / 1.27420563489571, 9.20847e-02 / 1.27420563489571, 2.14132e-01 / 1.27420563489571, -1.8949 / 1.27420563489571, 2.14132e-01 / 1.27420563489571, 9.20847e-02 / 1.27420563489571, 4.1165e-03 / 1.27420563489571, 1.6236e-5 / 1.27420563489571 }
     }), false),
             "Двовим. Стабілізуючий γ(3)"
         )
     );
     TwoDimSplainStarterPack.Add
     (
         new SplainInstance
         (
             1d,
             Matrixes.TensorProduct(
                 new double[, ]
     {
         { 2.293854834116579400e-5, 1.32248e-02 / 2.293854834116579400, 2.7676e-01 / 2.293854834116579400, 4.92362e-01 / 2.293854834116579400, -3.85865 / 2.293854834116579400, 4.92362e-01 / 2.293854834116579400, 2.7676e-01 / 2.293854834116579400, 1.32248e-02 / 2.293854834116579400, 5.26177e-5 / 2.293854834116579400 }
     },
                 Matrixes.GetTransp(new double[, ]
     {
         { 2.293854834116579400e-5, 1.32248e-02 / 2.293854834116579400, 2.7676e-01 / 2.293854834116579400, 4.92362e-01 / 2.293854834116579400, -3.85865 / 2.293854834116579400, 4.92362e-01 / 2.293854834116579400, 2.7676e-01 / 2.293854834116579400, 1.32248e-02 / 2.293854834116579400, 5.26177e-5 / 2.293854834116579400 }
     }), false),
             "Двовим. Стабілізуючий γ(4)"
         )
     );
 }