Percobaan 03 / PCA lab

Empat ukuran. Dua sumbu.

Dataset Iris punya 150 bunga dengan empat ukuran. Jalankan Python, lalu lihat bagaimana PCA merangkumnya menjadi dua koordinat.

Coba ubah n_components=2 menjadi 1 atau 3, lalu jalankan ulang. Untuk membandingkan skala, ganti baris X dengan X = iris.data.

Python · scikit-learn

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Eksekusi pertama mengunduh Python dan paketnya; perlu internet. Data Iris diproses di browser. Setiap eksekusi memakai variabel yang baru.

Pratinjau contoh Iris

Belum menjalankan Python
Skor hasil PCA bunga Iris-3.3-1.50.32.13.8-3-1.501.53PC1 · 73.0%PC2 · 22.9%Sampel 1: (-2.26, 0.48)Sampel 2: (-2.08, -0.67)Sampel 3: (-2.36, -0.34)Sampel 4: (-2.30, -0.60)Sampel 5: (-2.39, 0.65)Sampel 6: (-2.08, 1.49)Sampel 7: (-2.44, 0.05)Sampel 8: (-2.23, 0.22)Sampel 9: (-2.33, -1.12)Sampel 10: (-2.18, -0.47)Sampel 11: (-2.17, 1.04)Sampel 12: (-2.33, 0.13)Sampel 13: (-2.22, -0.73)Sampel 14: (-2.63, -0.96)Sampel 15: (-2.20, 1.86)Sampel 16: (-2.26, 2.69)Sampel 17: (-2.21, 1.48)Sampel 18: (-2.19, 0.49)Sampel 19: (-1.90, 1.41)Sampel 20: (-2.34, 1.13)Sampel 21: (-1.91, 0.41)Sampel 22: (-2.21, 0.92)Sampel 23: (-2.77, 0.46)Sampel 24: (-1.82, 0.09)Sampel 25: (-2.23, 0.14)Sampel 26: (-1.95, -0.63)Sampel 27: (-2.05, 0.24)Sampel 28: (-2.17, 0.53)Sampel 29: (-2.14, 0.31)Sampel 30: (-2.27, -0.34)Sampel 31: (-2.14, -0.50)Sampel 32: (-1.83, 0.42)Sampel 33: (-2.61, 1.79)Sampel 34: (-2.45, 2.15)Sampel 35: (-2.11, -0.46)Sampel 36: (-2.21, -0.21)Sampel 37: (-2.05, 0.66)Sampel 38: (-2.53, 0.59)Sampel 39: (-2.43, -0.90)Sampel 40: (-2.17, 0.27)Sampel 41: (-2.29, 0.44)Sampel 42: (-1.86, -2.34)Sampel 43: (-2.55, -0.48)Sampel 44: (-1.96, 0.47)Sampel 45: (-2.14, 1.14)Sampel 46: (-2.07, -0.71)Sampel 47: (-2.38, 1.12)Sampel 48: (-2.39, -0.39)Sampel 49: (-2.23, 1.00)Sampel 50: (-2.20, 0.01)Sampel 51: (1.10, 0.86)Sampel 52: (0.73, 0.59)Sampel 53: (1.24, 0.62)Sampel 54: (0.41, -1.75)Sampel 55: (1.08, -0.21)Sampel 56: (0.39, -0.59)Sampel 57: (0.75, 0.77)Sampel 58: (-0.49, -1.85)Sampel 59: (0.93, 0.03)Sampel 60: (0.01, -1.03)Sampel 61: (-0.11, -2.65)Sampel 62: (0.44, -0.06)Sampel 63: (0.56, -1.76)Sampel 64: (0.72, -0.19)Sampel 65: (-0.03, -0.44)Sampel 66: (0.88, 0.51)Sampel 67: (0.35, -0.20)Sampel 68: (0.16, -0.79)Sampel 69: (1.23, -1.62)Sampel 70: (0.16, -1.30)Sampel 71: (0.74, 0.40)Sampel 72: (0.48, -0.42)Sampel 73: (1.23, -0.93)Sampel 74: (0.63, -0.42)Sampel 75: (0.70, -0.06)Sampel 76: (0.87, 0.25)Sampel 77: (1.26, -0.08)Sampel 78: (1.36, 0.33)Sampel 79: (0.66, -0.23)Sampel 80: (-0.04, -1.06)Sampel 81: (0.13, -1.56)Sampel 82: (0.02, -1.57)Sampel 83: (0.24, -0.78)Sampel 84: (1.06, -0.63)Sampel 85: (0.22, -0.29)Sampel 86: (0.43, 0.85)Sampel 87: (1.05, 0.52)Sampel 88: (1.04, -1.38)Sampel 89: (0.07, -0.22)Sampel 90: (0.28, -1.33)Sampel 91: (0.28, -1.12)Sampel 92: (0.62, 0.02)Sampel 93: (0.34, -0.99)Sampel 94: (-0.36, -2.02)Sampel 95: (0.29, -0.86)Sampel 96: (0.09, -0.18)Sampel 97: (0.23, -0.38)Sampel 98: (0.58, -0.15)Sampel 99: (-0.45, -1.54)Sampel 100: (0.26, -0.60)Sampel 101: (1.84, 0.87)Sampel 102: (1.16, -0.70)Sampel 103: (2.21, 0.56)Sampel 104: (1.44, -0.05)Sampel 105: (1.87, 0.30)Sampel 106: (2.75, 0.80)Sampel 107: (0.37, -1.56)Sampel 108: (2.30, 0.42)Sampel 109: (2.01, -0.71)Sampel 110: (2.26, 1.92)Sampel 111: (1.36, 0.69)Sampel 112: (1.60, -0.42)Sampel 113: (1.88, 0.42)Sampel 114: (1.26, -1.16)Sampel 115: (1.47, -0.44)Sampel 116: (1.59, 0.68)Sampel 117: (1.47, 0.26)Sampel 118: (2.43, 2.56)Sampel 119: (3.31, 0.02)Sampel 120: (1.26, -1.71)Sampel 121: (2.04, 0.91)Sampel 122: (0.98, -0.57)Sampel 123: (2.90, 0.41)Sampel 124: (1.33, -0.48)Sampel 125: (1.70, 1.01)Sampel 126: (1.95, 1.01)Sampel 127: (1.18, -0.32)Sampel 128: (1.02, 0.06)Sampel 129: (1.79, -0.19)Sampel 130: (1.86, 0.56)Sampel 131: (2.44, 0.26)Sampel 132: (2.30, 2.63)Sampel 133: (1.86, -0.18)Sampel 134: (1.11, -0.29)Sampel 135: (1.20, -0.81)Sampel 136: (2.80, 0.86)Sampel 137: (1.58, 1.07)Sampel 138: (1.35, 0.42)Sampel 139: (0.92, 0.02)Sampel 140: (1.85, 0.68)Sampel 141: (2.01, 0.61)Sampel 142: (1.90, 0.69)Sampel 143: (1.16, -0.70)Sampel 144: (2.04, 0.87)Sampel 145: (2.00, 1.05)Sampel 146: (1.87, 0.39)Sampel 147: (1.56, -0.90)Sampel 148: (1.52, 0.27)Sampel 149: (1.37, 1.01)Sampel 150: (0.96, -0.02)
setosaversicolorvirginica

Warna hanya menunjukkan spesies asli. PCA tidak memakai label ini untuk membentuk komponen.

Observasi
150
Komponen
2
Total varians
95.8%

Cara membacanya

Yang dekat,
cenderung mirip.

Pada peta PCA, bunga dengan koordinat berdekatan mirip dalam kombinasi ukuran yang ditampilkan. Dua sumbu menyimpan sebagian besar varians Iris yang sudah distandardisasi, tetapi tetap ada variasi yang tidak terlihat.

Kelompok yang terlihat bukan bukti bahwa PCA sudah menjadi model klasifikasi. PCA merangkum variasi; prediksi spesies memerlukan model dan evaluasi terpisah.