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📄 shot_4(test).txt

📁 fisher判别函数分类的实现
💻 TXT
📖 第 1 页 / 共 5 页
字号:
1,0,0.62335,-0.03490,0.59085,0.00481,0.60409,-0.07461,0.63177,0.00963,0.62455,-0.07461,0.67028,0.07220,0.62936,-0.08424,0.67509,0.09146,0.67148,0,0.58965,0.10108,0.50060,0.03129,0.65945,0.14079,0.60463,0.02019,0.51384,0.04452,0.61733,-0.00963,0.61372,-0.09146,g
1,0,0.83609,0.13215,0.72171,0.06059,0.65829,0.08315,0.23888,0.12961,0.43837,0.20330,0.49418,0.12686,0.44747,0.13507,0.29352,0.02922,0.48158,0.15756,0.32835,0.14616,0.29495,0.14638,0.26436,0.14530,0.23641,0.14314,0.26429,0.16137,0.18767,0.13632,0.16655,0.13198,g
1,0,0.83479,0.28993,0.69256,0.47702,0.49234,0.68381,0.21991,0.86761,-0.08096,0.85011,-0.35558,0.77681,-0.52735,0.58425,-0.70350,0.31291,-0.75821,0.03939,-0.71225,-0.15317,-0.58315,-0.39168,-0.37199,-0.52954,-0.16950,-0.60863,0.08425,-0.61488,0.25164,-0.48468,0.40591,-0.35339,g
1,0,0.33333,-0.25000,0.44444,0.22222,0.38889,0.16667,0.41667,0.13889,0.5,-0.11111,0.54911,-0.08443,0.58333,0.33333,0.55556,0.02778,0.25000,-0.19444,0.47222,-0.05556,0.52778,-0.02778,0.38889,0.08333,0.41543,-0.14256,0.19444,-0.13889,0.36924,-0.14809,0.08333,-0.5,g
1,0,0.88110,0,0.94817,-0.02744,0.93598,-0.01220,0.90244,0.01829,0.90244,0.01829,0.93902,0.00915,0.95732,0.00305,1,0.02744,0.94207,-0.01220,0.90854,0.02439,0.91463,0.05488,0.99695,0.04878,0.89666,0.02226,0.90854,0.00915,1,0.05488,0.97561,-0.01220,g
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1,0,1,-1,0,0,0.77941,-0.99265,0.80882,0.55147,-0.41912,-0.94853,0,0,0,0,0.72059,-0.77206,0.73529,-0.60294,0,0,0.18382,-1,-1,-1,-1,-1,1,-1,1,-1,0,0,b
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1,0,0.85271,0.05426,1,0.08069,1,1,0.91473,-0.00775,0.83721,0.03876,1,0.27153,1,1,0.81395,0.04651,0.90698,0.11628,1,0.50670,1,-1,0.80620,0.03876,1,0.71613,0.84496,0.06977,1,0.87317,1,1,b
0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,b
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1,0,0.38521,0.15564,0.41245,0.07393,0.26459,0.24125,0.23346,0.13230,0.19455,0.25292,0.24514,0.36965,0.08949,0.22957,-0.03891,0.36965,0.05058,0.24903,0.24903,0.09728,0.07782,0.29961,-0.02494,0.28482,-0.06024,0.26256,-0.14786,0.14786,-0.09339,0.31128,-0.19066,0.28794,b
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1,0,1,0.07380,1,0.03420,1,-0.05563,1,0.08764,1,0.19651,1,0.20328,1,0.12785,1,0.10561,1,0.27087,1,0.44758,1,0.41750,1,0.20033,1,0.36743,0.95603,0.48641,1,0.32492,1,0.46712,g
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1,0,1,-0.01081,1,-0.02703,1,-0.06486,0.95135,-0.01622,0.98919,-0.03243,0.98919,0.08649,1,-0.06486,0.95135,0.09189,0.97838,-0.00541,1,0.06486,1,0.04324,0.97838,0.09189,0.98556,0.01251,1,-0.03243,1,0.02703,1,-0.07027,g
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1,0,0.68317,0.05375,0.84803,0.00202,0.84341,0.00301,0.84300,0.09901,0.75813,0.04102,0.81892,0.00585,0.80738,0.00673,0.80622,-0.12447,0.77935,-0.03536,0.76365,0.00909,0.74635,0.00978,0.79632,-0.04243,0.70824,0.01096,0.62235,0.11598,0.66624,0.01190,0.64407,0.01227,g
1,0,0.94631,0.17498,0.90946,0.33143,0.85096,0.49960,0.73678,0.63842,0.59215,0.73838,0.48698,0.83614,0.30459,0.90665,0.17959,0.93429,-0.00701,0.93109,-0.18880,0.89383,-0.33023,0.82492,-0.46534,0.76482,-0.58563,0.66335,-0.67929,0.52564,-0.75321,0.42488,-0.81210,0.26092,g
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1,0,0.63510,-0.04388,0.76530,0.02968,0.61432,0.36028,0.65358,-0.00462,0.64203,0.08314,0.79446,-0.43418,0.72517,0.54965,0.59584,0.13857,0.63510,0.21940,0.63279,-0.25404,0.70951,0.15359,0.64665,0.23095,0.68775,0.17704,0.61663,0.07621,0.66316,0.19841,0.69053,0.36721,g
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