中欧基金涨幅预测

本文主要是介绍中欧基金涨幅预测，对大家解决编程问题具有一定的参考价值，需要的程序猿们随着小编来一起学习吧！

from keras.layers import GRU, Dense, Activation
from keras.models import Sequential
from sklearn.neighbors import KernelDensity
from sklearn.preprocessing import MinMaxScaler
from sklearn.metrics import mean_squared_error, mean_absolute_error
from tensorflow.keras.losses import mean_squared_logarithmic_error, mse
from sklearn.model_selection import GridSearchCV, ParameterGrid
import matplotlib.pyplot as plt
import numpy as np

plt.rcParams['font.sans-serif'] = ['Songti SC']
plt.rcParams['axes.unicode_minus'] = False
sc = MinMaxScaler()
sc_label = MinMaxScaler()

# 各种参数
dropout = 0
units = 120 * 2
epochs =  10
lookback = 120
batch_size = 600
SAMPLES = 6000 + lookback
TRAIN_SAMPLES_ALPHA = 0.99
GRU_LAYERS = 1

# 基金涨幅数据
ROW_DATA = [0,0,-0.7071,0.5086,-0.3036,-0.1015,0.1016,-0.203,-0.1017,-0.4073,0.3067,0.7136,-0.3036,0.5076,0.404,0.1006,-0.7035,-1.0121,0.2045,-1.4286,-0.4141,-0.2079,0.8333,-0.3099,0.3109,-2.2727,-0.3171,-0.4242,-1.1715,0,0.2155,0,0.2151,0,-0.4292,0.1078,-0.1076,-0.5388,-0.5417,0.9804,-0.1079,0.6472,0.4287,0.2134,-0.852,0.4296,-0.3209,-0.5365,-0.863,-0.6529,-0.2191,0.6586,0.2181,-0.5441,0.9847,0.4334,-0.3236,0.7576,0.4296,-0.107,0.2141,0.4274,0,-0.3191,0,0.9605,-0.4228,-1.2739,0.9677,-0.9585,1.2903,1.38,0.3141,1.9833,-0.5118,-0.5144,0.3102,-0.1031,-0.2064,-0.1034,0.5176,0.103,-0.1029,-0.7209,0.6224,1.0309,-0.2041,0.7157,0.203,-0.7092,0.4082,1.0163,1.2072,-0.0994,-0.2985,-0.8982,0.2014,-0.7035,-0.4049,1.626,1.7,0,-0.4916,-1.6798,-0.7035,0.4049,1.3105,-0.995,0.1005,1.004,-0.2982,2.1934,-1.1707,-2.0731,0.3024,0.5025,1.1,-1.1869,0.2002,-0.2997,-0.501,-0.4028,-1.1122,0.1022,0.3064,0.9165,0.7064,2.004,1.8664,-1.2536,-0.0977,0.5865,0.3887,0.5808,-0.385,-0.2899,-0.8721,0.1955,0.7805,-1.0649,-0.7828,1.3807,2.0428,1.4299,0.6579,0.747,0.278,-1.8484,-0.6591,-0.3791,1.2369,-0.7519,1.9886,-1.4856,1.3195,1.8605,0.274,-1.5483,0.555,0.552,-1.3724,-1.0204,1.4995,-1.108,-1.2138,-1.1342,0.478,-0.4757,-0.7648,0.289,-1.4409,-0.8772,1.3766,0.485,-0.4826,0.097,-0.5814,-1.1696,0,0.6903,-0.0979,-0.1961,-0.5894,-1.087,-0.2997,0.8016,0.5964,1.7787,0.2913,-0.5808,1.2658,-0.6731,-0.1936,-0.485,0.3899,0.7767,-0.6744,-0.291,-0.8755,0.0981,0.3922,-0.3906,0.7843,-0.3891,0.8789,0.7744,0.1921,-0.767,0.1932,0.3857,0.3842,-0.3828,1.0567,-0.3802,-0.2863,0.6699,-0.6654,1.1483,-0.5676,0.1903,0.7597,-0.377,0.1892,1.4164,-0.0931,1.4911,1.3774,1.721,0.6233,0.708,-0.5272,0.3534,0.9683,0.959,-0.4318,1.5611,0.427,1.3605,-0.5034,0.8432,-1.087,-0.1691,0,0.6774,0.9251,3.1667,-0.4039,-1.3788,0.6579,0.9804,0.4045,-2.498,-0.6612,2.3295,-2.7642,1.5886,-0.3292,-1.4864,-4.4426,0.1754,-1.6637,1.5138,-0.7895,-0.0884,0.531,1.4085,-1.1285,0.5268,-0.3493,1.4023,4.2351,0,0.4975,0.5776,-1.4766,0.0833,1.1647,0.7401,1.8776,-0.7212,-0.0807,-0.6462,-1.9512,1.2438,1.0647,0,-0.4052,0.4068,0.9724,-0.0803,0.1606,2.085,0,-0.2357,1.4173,-0.7764,1.1737,-1.6241,-0.6289,-0.2373,1.7446,0.3118,0.3108,-2.0139,0.0791,-3.8705,-0.3287,0.4122,-1.8883,0.1674,-2.2556,-3.8462,-0.8889,1.3453,-2.5664,4.5413,1.0426,1.1178,2.381,-0.6645,1.5886,-0.6584,-0.8285,1.5038,-0.7407,0.8292,2.2204,-0.1609,3.2232,0.5464,0.854,-1.6166,-1.1737,1.2668,-0.7819,3.3885,2.2104,-0.522,-0.6747,-1.9623,3.5412,1.3383,-2.0543,-1.7228,3.6585,0,-0.1471,-1.1782,0.149,1.3393,0,1.9824,-2.4478,1.6236,-3.1227,0.9745,1.1136,0.2203,-0.0733,1.4663,3.9017,-1.9471,2.766,0.6901,-0.6854,1.9324,2.0311,-1.1281,0.1342,3.0831,-3.186,0,2.8207,0.8491,-1.7487,0.4614,-0.1312,2.2996,-0.1927,0.7722,1.788,1.0665,-5.1521,-0.589,2.8966,-4.7345,0.2015,3.6863,2.1978,-1.3283,0.0641,-3.2671,2.5166,-1.4212,-0.9174,-1.6534,-1.8157,3.9711,0,0.8333,0.7576,-0.3418,-3.6351,-1.0676,4.6043,0,1.1004,-1.3605,-1.8621,-2.6001,0,3.824,0.8339,0.3446,3.2967,1.8617,1.1749,-1.2903,0.1307,-3.4595,-0.3381,-7.1913,-0.4386,2.6432,-1.1445,-1.4472,-3.8179,0.687,-2.047,0.6966,-3.5357,-5.0199,3.104,-2.0342,4.5681,2.8594,1.8533,-0.3791,-3.8813,0.1584,-4.664,-1.8242,5.8277,-0.0798,1.278,0.7886,3.2864,-0.6818,-1.0679,-1.2336,-2.498,-0.4003,0.0804,-1.4458,-1.0595,2.4712,-1.9293,0.9016,-3.6556,-1.602,-1.5424,-1.6536,2.7434,1.4643,-0.5093,2.4744,0.4996,2.1541,0.7299,1.2882,-5.2464,-1.2584,-2.209,-5.2129,0.4583,-1.0036,-1.7512,-1.3133,-4.3726,5.0696,5.6764,-2.2381,-2.5641,-1.2218,-1.9029,-2.2308,1.5873,3.3203,0.5671,5.8271,-1.2433,0.7194,-0.3571,0.0896,-1.0743,1.991,1.5084,-0.8741,0.97,-2.0961,0.0892,-1.6043,2.0833,-0.3549,-2.0481,-0.1818,-0.0911,1.1851,-1.2613,1.2774,3.4234,1.4808,1.2876,-4.2373,-3.5398,-1.5596,1.3979,-1.6544,1.4953,-3.1308,-1.9011,-0.4845,-3.1159,-1.1055,-1.8293,2.2774,0.8097,-0.7028,-0.6067,0.4069,0,-3.4448,-1.2592,2.4442,0.4149,0.1033,0.516,-0.616,0.1033,-1.3416,1.569,1.4418,-0.6091,2.145,1.3,-1.6782,0.2008,0.1002,1.001,0,-0.1982,-1.1917,0.7035,3.0938,1.7425,1.0466,1.4124,0.2786,-0.9259,4.486,-1.2522,-1.087,-0.2747,1.3774,3.5326,0.6999,-0.9557,3.3333,0.5942,1.6878,0.4149,-0.6612,-1.9135,-0.6785,4.953,0.1627,0.4874,-0.5659,2.9268,4.4234,-1.8154,-0.6934,-0.3879,0.5452,-1.4717,-1.1006,3.1002,-0.4626,3.5631,1.5707,-1.9882,-0.2254,-0.5271,-1.6654,1.7706,1.1346,-3.3657,-0.0774,-1.0844,1.2529,0.1547,-0.3089,0.4648,-0.3084,0.0773,0.541,0.2306,0.0767,1.7625,-0.3765,-4.9131,3.4181,-1.7679,-2.6604,3.6174,0.7758,-0.5389,2.9412,0.9774,-2.2338,-1.9802,1.3986,-0.0766,-2.454,0,1.1792,1.7094,-0.5348,0.5376,1.0695,-0.6803,-1.9026,-2.0171,-0.7126,1.5949,3.2182,-0.076,1.2177,-0.2256,-0.9043,1.1407,0.9023,2.459,-0.0727,0.5095,-0.0724,3.3333,1.122,-0.6241,0,2.1633,1.2978,-2.2252,-2.1379,1.9732,-2.2806,0.4243,0.1408,-0.1406,0.1408,-0.9142,-1.5614,-0.5047,-1.4493,0.4412,0,0,0.6589,-0.0727,2.0378,-0.9272,0.072,-0.5755,-0.4342,0.8721,-1.8732,0.2203,1.7582,2.1598,-0.1409,1.0586,0.0698,2.2331,0,0.8191,0.677,0.269,-1.1402,1.0176,3.1565,-0.0651,0.3257,-0.3247,-0.3257,0.6536,1.7532,-0.4467,-0.1282,-0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# 随机生成一堆数，服从原始数据分布
def makeData(n_samples=10000):
  data = ROW_DATA
  bandwidth=0.2
  data = np.array(data)
  kde = KernelDensity(kernel='gaussian', bandwidth=bandwidth).fit(data.reshape(-1, 1))
  data2 = kde.sample(n_samples=n_samples)
  return data2

# 获取训练数据
def getTrainData(data):
  X = np.zeros((len(data)-lookback, lookback, 1))
  y = np.zeros(len(data)-lookback)
  for i in range(lookback, len(data)):
      X[i-lookback] = data[i-lookback:i]
      y[i-lookback] = data[i]
  X = X.reshape(-1, lookback, 1)
  y = y.reshape(-1,1)
  return X, y

def getModel(input_shape, GRULayers):
  regressorGRU = Sequential()
  regressorGRU.add(GRU(units=units, return_sequences=True,  dropout=dropout, input_shape=input_shape))
  for i in range(GRULayers):
    regressorGRU.add(GRU(units=units, return_sequences=True,  dropout=dropout))
  regressorGRU.add(GRU(units=units, dropout=dropout))
  regressorGRU.add(Dense(units=1))
  regressorGRU.compile(optimizer='adam', loss=mse) #
  return regressorGRU

# 生成一堆伪基金数据
DATA = makeData(SAMPLES)
print('DATA.shape:', DATA.shape)

# 数据预处理
data = sc.fit_transform(DATA)
print('scale data.shape:', data.shape)

# 根据涨幅记录，生成训练样本
inputs, labels = getTrainData(data)
TRAIN_SAMPLES = int(inputs.shape[0] * TRAIN_SAMPLES_ALPHA)

# 分割 训练集 and 测试集
train_X, train_y = inputs[:TRAIN_SAMPLES], labels[:TRAIN_SAMPLES]
test_X, test_y = inputs[TRAIN_SAMPLES:], labels[TRAIN_SAMPLES:]
# test_X, test_y = inputs[100:200], labels[100:200]
print('train_X.shape:', train_X.shape)
print('train_y.shape:', train_y.shape)
print('test_X.shape:', test_X.shape)
print('test_y.shape:', test_y.shape)

def plot_predictions(test,predicted):
    plt.plot(test, color='red',label='Real')
    plt.plot(predicted, color='blue',label='Predicted')
    plt.title('涨幅预测')
    plt.xlabel('Time')
    plt.ylabel('涨幅')
    plt.legend()
    plt.show()

print ('开始训练...')
# for i in ParameterGrid():
#   pass

# 获取模型并训练
model = getModel( (train_X.shape[1], train_X.shape[2]), GRU_LAYERS)
model.fit(train_X, train_y,
        shuffle=False, 
        epochs=epochs,
        batch_size=batch_size,
        validation_split=0.8,
        verbose=2)

# 用已经训练的模型进行预测
print ('开始预测...')
test_y_pred = model.predict(test_X)

# 预测结果
score_abs = mean_absolute_error(test_y, test_y_pred)
score_sqrt = mean_squared_error(test_y, test_y_pred)
print("score_abs = {}.".format(score_abs))
print("score_sqrt = {}.".format(score_sqrt))

print(test_y_pred)
# 实际预测结果
plot_predictions(test_y, test_y_pred)

 效果不是很理想。。。。 之后在继续优化吧

突然发现这个预测做趋势预测还是不错的。知道未来几天趋势是增还是涨

这篇关于中欧基金涨幅预测的文章就介绍到这儿，希望我们推荐的文章对大家有所帮助，也希望大家多多支持为之网！