stat_model.sof

这是一个从音频信号里提取特征参量的程序

@ Sof v1.0 @
@ symbol_hashtable 2 @
load_factor = 0.75;
table = {
  {"S_126"}, {136}
}, {
  {"S_111"}, {110}
}, {
  {"S_21"}, {20}
}, {
  {"S_109"}, {108}
}, {
  {"S_131"}, {141}
}, {
  {"S_23"}, {22}
}, {
  {"S_129"}, {139}
}, {
  {"S_25"}, {24}
}, {
  {"S_27"}, {26}
}, {
  {"S_31"}, {30}
}, {
  {"S_29"}, {28}
}, {
  {"S_33"}, {32}
}, {
  {"S_35"}, {34}
}, {
  {"S_37"}, {36}
}, {
  {"S_39"}, {38}
}, {
  {"S_11"}, {10}
}, {
  {"S_13"}, {12}
}, {
  {"S_15"}, {14}
}, {
  {"S_17"}, {16}
}, {
  {"S_110"}, {109}
}, {
  {"S_61"}, {60}
}, {
  {"S_19"}, {18}
}, {
  {"S_108"}, {107}
}, {
  {"S_130"}, {140}
}, {
  {"S_63"}, {62}
}, {
  {"S_128"}, {138}
}, {
  {"S_65"}, {64}
}, {
  {"S_67"}, {66}
}, {
  {"S_71"}, {70}
}, {
  {"S_69"}, {68}
}, {
  {"S_73"}, {72}
}, {
  {"S_75"}, {74}
}, {
  {"S_77"}, {76}
}, {
  {"S_41"}, {40}
}, {
  {"S_79"}, {78}
}, {
  {"S_43"}, {42}
}, {
  {"S_45"}, {44}
}, {
  {"S_47"}, {46}
}, {
  {"S_51"}, {50}
}, {
  {"S_49"}, {48}
}, {
  {"S_53"}, {52}
}, {
  {"S_55"}, {54}
}, {
  {"S_57"}, {56}
}, {
  {"S_113"}, {112}
}, {
  {"S_59"}, {58}
}, {
  {"S_133"}, {143}
}, {
  {"S_81"}, {80}
}, {
  {"S_83"}, {82}
}, {
  {"S_85"}, {84}
}, {
  {"S_87"}, {86}
}, {
  {"S_91"}, {90}
}, {
  {"S_89"}, {88}
}, {
  {"S_93"}, {92}
}, {
  {"S_95"}, {94}
}, {
  {"S_97"}, {96}
}, {
  {"S_112"}, {111}
}, {
  {"S_99"}, {98}
}, {
  {"S_132"}, {142}
}, {
  {"S_115"}, {114}
}, {
  {"S_135"}, {117}
}, {
  {"S_114"}, {113}
}, {
  {"S_134"}, {116}
}, {
  {"S_117"}, {127}
}, {
  {"S_137"}, {119}
}, {
  {"S_2"}, {1}
}, {
  {"S_3"}, {2}
}, {
  {"S_116"}, {115}
}, {
  {"S_136"}, {118}
}, {
  {"S_1"}, {0}
}, {
  {"S_6"}, {5}
}, {
  {"S_7"}, {6}
}, {
  {"S_101"}, {100}
}, {
  {"S_119"}, {129}
}, {
  {"S_20"}, {19}
}, {
  {"S_4"}, {3}
}, {
  {"S_139"}, {121}
}, {
  {"S_121"}, {131}
}, {
  {"S_22"}, {21}
}, {
  {"S_141"}, {123}
}, {
  {"S_24"}, {23}
}, {
  {"S_26"}, {25}
}, {
  {"S_30"}, {29}
}, {
  {"S_28"}, {27}
}, {
  {"S_5"}, {4}
}, {
  {"S_32"}, {31}
}, {
  {"S_34"}, {33}
}, {
  {"S_36"}, {35}
}, {
  {"S_38"}, {37}
}, {
  {"S_10"}, {9}
}, {
  {"S_12"}, {11}
}, {
  {"S_14"}, {13}
}, {
  {"S_16"}, {15}
}, {
  {"S_100"}, {99}
}, {
  {"S_118"}, {128}
}, {
  {"S_8"}, {7}
}, {
  {"S_60"}, {59}
}, {
  {"S_18"}, {17}
}, {
  {"S_138"}, {120}
}, {
  {"S_120"}, {130}
}, {
  {"S_62"}, {61}
}, {
  {"S_140"}, {122}
}, {
  {"S_64"}, {63}
}, {
  {"S_66"}, {65}
}, {
  {"S_9"}, {8}
}, {
  {"S_70"}, {69}
}, {
  {"S_68"}, {67}
}, {
  {"S_72"}, {71}
}, {
  {"S_74"}, {73}
}, {
  {"S_76"}, {75}
}, {
  {"S_40"}, {39}
}, {
  {"S_78"}, {77}
}, {
  {"S_42"}, {41}
}, {
  {"S_44"}, {43}
}, {
  {"S_46"}, {45}
}, {
  {"S_50"}, {49}
}, {
  {"S_48"}, {47}
}, {
  {"S_52"}, {51}
}, {
  {"S_54"}, {53}
}, {
  {"S_56"}, {55}
}, {
  {"S_103"}, {102}
}, {
  {"S_58"}, {57}
}, {
  {"S_123"}, {133}
}, {
  {"S_143"}, {125}
}, {
  {"S_80"}, {79}
}, {
  {"S_82"}, {81}
}, {
  {"S_84"}, {83}
}, {
  {"S_86"}, {85}
}, {
  {"S_90"}, {89}
}, {
  {"S_88"}, {87}
}, {
  {"S_92"}, {91}
}, {
  {"S_94"}, {93}
}, {
  {"S_96"}, {95}
}, {
  {"S_102"}, {101}
}, {
  {"S_98"}, {97}
}, {
  {"S_122"}, {132}
}, {
  {"S_142"}, {124}
}, {
  {"S_105"}, {104}
}, {
  {"S_125"}, {135}
}, {
  {"S_104"}, {103}
}, {
  {"S_124"}, {134}
}, {
  {"S_144"}, {126}
}, {
  {"S_107"}, {106}
}, {
  {"S_127"}, {137}
}, {
  {"S_106"}, {105}
};
@ stat_models 2 @
values = {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {
  name = "MixtureModel";
  weights = 1;
  models = {
    name = "GaussianModel";
    mean = 0;
    covariance = {
      type = "DIAGONAL";
      num_rows = 1;
      num_cols = 1;
      values = 1;
    };
  };
}, {