在直接多步预测策略中，增加预测步长会使预测图变平，而不是移动

Question

我在用神经网络做时间序列预测。只要我向网络提供预测步长=0(对于Y，取参考日的值)，它看起来就没问题。将预测步长增加N (对于Y，取参考日的值+ N)会使预测图变平，而不是将其移位N。您知道会出什么问题吗？

编辑

至于模型：

model = Sequential()
model.add(Dense(14, input_dim=14, kernel_initializer='normal', activation='relu'))
model.add(Dense(7, kernel_initializer='normal', activation='relu'))
model.add(Dense(1, kernel_initializer='normal'))
model.compile(loss='mean_squared_error', optimizer='rmsprop', metrics=['mae'])

至于数据准备

data0 = renameColumns(addTimestampForwardShift(history[['year', 'month', 'day', 'hour', 'high']], timeShift), 0)
data1 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 1), -1)
data2 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 2), -2)
data3 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 3), -3)
data4 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 4), -4)
data5 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 5), -5)
data6 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 6), -6)
data7 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 7), -7)
data8 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 8), -8)
data9 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 9), -9)
data10 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 10), -10)
data11 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 11), -11)
data12 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 12), -12)
data13 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 13), -13)
data14 = renameColumns(addTimestampBackwardShift(history[['year', 'month', 'day', 'hour', 'high']], 14), -14)

data = pandas.merge(data0, data1, on=['timestamp'], how='left')
data = pandas.merge(data, data2, on=['timestamp'], how='left')
data = pandas.merge(data, data3, on=['timestamp'], how='left')
data = pandas.merge(data, data4, on=['timestamp'], how='left')
data = pandas.merge(data, data5, on=['timestamp'], how='left')
data = pandas.merge(data, data6, on=['timestamp'], how='left')
data = pandas.merge(data, data7, on=['timestamp'], how='left')
data = pandas.merge(data, data8, on=['timestamp'], how='left')
data = pandas.merge(data, data9, on=['timestamp'], how='left')
data = pandas.merge(data, data10, on=['timestamp'], how='left')
data = pandas.merge(data, data11, on=['timestamp'], how='left')
data = pandas.merge(data, data12, on=['timestamp'], how='left')
data = pandas.merge(data, data13, on=['timestamp'], how='left')
data = pandas.merge(data, data14, on=['timestamp'], how='right')

data = data.dropna()

data = data[['high0',
            'high-1',
            'high-2',
            'high-3',
            'high-4',
            'high-5',
            'high-6',
            'high-7',
            'high-8',
            'high-9',
            'high-10',
            'high-11',
            'high-12',
            'high-13',
            'high-14']]

normalized = (data - data.mean()) / (data.max() - data.min())
normalized = normalized.values

X = normalized[:, 1:]
Y = normalized[:, 0]

seed = int(time.time())
numpy.random.seed(seed)

model.fit(X, Y)

对于结果数据(timeshift=12)：

    year0  month0  day0  hour0  high0  timestamp  year-1  month-1  day-1  \
0   2014.0    12.0  28.0    0.0   5.15 2014-12-16  2014.0     12.0   15.0   
1   2014.0    12.0  29.0    0.0   5.72 2014-12-17  2014.0     12.0   16.0   
2   2014.0    12.0  30.0    0.0   5.95 2014-12-18  2014.0     12.0   17.0   
3   2014.0    12.0  31.0    0.0   5.75 2014-12-19  2014.0     12.0   18.0 
    hour-1  high-1  year-2  month-2  day-2  hour-2  high-2  year-3  month-3  \
0      0.0    5.21  2014.0     12.0   14.0     0.0    5.21  2014.0     12.0   
1      0.0    5.50  2014.0     12.0   15.0     0.0    5.21  2014.0     12.0   
2      0.0    5.90  2014.0     12.0   16.0     0.0    5.50  2014.0     12.0   
3      0.0    5.89  2014.0     12.0   17.0     0.0    5.90  2014.0     12.0   
rest according to the same pattern

Answer 1

• 看看你的标准化函数。您需要将"data.mean()“替换为"data.min()”，以获得真正的最小-最大比例。此外，我将在之前扩展data ，以将其分解为各个lag功能。

• 如果你要设置种子，请使用静态值来表示可重复性。否则，没有理由设置种子，因为每次运行都会有所不同。

从这个开始，看看这是否会从平面输出中提高它。