我目前有一个用于时间序列预测的RNN模型。它使用最后96个时间步长中的3个输入要素&Quot；Value&Quot；、&Quot；Temperature&Quot；和&Quot；Hour of the day&Quot；来预测要素&Quot；Value&Quot；的下96个时间步长。
在这里您可以看到它的架构：
这里有当前代码：
#Import modules
import pandas as pd
import numpy as np
import tensorflow as tf
from sklearn.preprocessing import StandardScaler
from sklearn.metrics import mean_squared_error
from tensorflow import keras
# Define the parameters of the RNN and the training
epochs = 1
batch_size = 50
steps_backwards = 96
steps_forward = 96
split_fraction_trainingData = 0.70
split_fraction_validatinData = 0.90
randomSeedNumber = 50
#Read dataset
df = pd.read_csv('C:/Users/Desktop/TestData.csv', sep=';', header=0, low_memory=False, infer_datetime_format=True, parse_dates={'datetime':[0]}, index_col=['datetime'])
# standardize data
data = df.values
indexWithYLabelsInData = 0
data_X = data[:, 0:3]
data_Y = data[:, indexWithYLabelsInData].reshape(-1, 1)
scaler_standardized_X = StandardScaler()
data_X = scaler_standardized_X.fit_transform(data_X)
data_X = pd.DataFrame(data_X)
scaler_standardized_Y = StandardScaler()
data_Y = scaler_standardized_Y.fit_transform(data_Y)
data_Y = pd.DataFrame(data_Y)
# Prepare the input data for the RNN
series_reshaped_X = np.array([data_X[i:i + (steps_backwards+steps_forward)].copy() for i in range(len(data) - (steps_backwards+steps_forward))])
series_reshaped_Y = np.array([data_Y[i:i + (steps_backwards+steps_forward)].copy() for i in range(len(data) - (steps_backwards+steps_forward))])
timeslot_x_train_end = int(len(series_reshaped_X)* split_fraction_trainingData)
timeslot_x_valid_end = int(len(series_reshaped_X)* split_fraction_validatinData)
X_train = series_reshaped_X[:timeslot_x_train_end, :steps_backwards]
X_valid = series_reshaped_X[timeslot_x_train_end:timeslot_x_valid_end, :steps_backwards]
X_test = series_reshaped_X[timeslot_x_valid_end:, :steps_backwards]
Y_train = series_reshaped_Y[:timeslot_x_train_end, steps_backwards:]
Y_valid = series_reshaped_Y[timeslot_x_train_end:timeslot_x_valid_end, steps_backwards:]
Y_test = series_reshaped_Y[timeslot_x_valid_end:, steps_backwards:]
# Build the model and train it
np.random.seed(randomSeedNumber)
tf.random.set_seed(randomSeedNumber)
model = keras.models.Sequential([
keras.layers.SimpleRNN(10, return_sequences=True, input_shape=[None, 3]),
keras.layers.SimpleRNN(10, return_sequences=True),
keras.layers.TimeDistributed(keras.layers.Dense(1))
])
model.compile(loss="mean_squared_error", optimizer="adam", metrics=['mean_absolute_percentage_error'])
history = model.fit(X_train, Y_train, epochs=epochs, batch_size=batch_size, validation_data=(X_valid, Y_valid))
#Predict the test data
Y_pred = model.predict(X_test)
# Inverse the scaling (traInv: transformation inversed)
data_X_traInv = scaler_standardized_X.inverse_transform(data_X)
data_Y_traInv = scaler_standardized_Y.inverse_transform(data_Y)
series_reshaped_X_notTransformed = np.array([data_X_traInv[i:i + (steps_backwards+steps_forward)].copy() for i in range(len(data) - (steps_backwards+steps_forward))])
X_test_notTranformed = series_reshaped_X_notTransformed[timeslot_x_valid_end:, :steps_backwards]
Y_pred_traInv = scaler_standardized_Y.inverse_transform (Y_pred)
Y_test_traInv = scaler_standardized_Y.inverse_transform (Y_test)
# Calculate errors for every time slot of the multiple predictions
abs_diff = np.abs(Y_pred_traInv - Y_test_traInv)
abs_diff_perPredictedSequence = np.zeros((len (Y_test_traInv)))
average_LoadValue_testData_perPredictedSequence = np.zeros((len (Y_test_traInv)))
abs_diff_perPredictedTimeslot_ForEachSequence = np.zeros((len (Y_test_traInv)))
absoluteError_Load_Ratio_allPredictedSequence = np.zeros((len (Y_test_traInv)))
absoluteError_Load_Ratio_allPredictedTimeslots = np.zeros((len (Y_test_traInv)))
mse_perPredictedSequence = np.zeros((len (Y_test_traInv)))
rmse_perPredictedSequence = np.zeros((len(Y_test_traInv)))
for i in range (0, len(Y_test_traInv)):
for j in range (0, len(Y_test_traInv [0])):
abs_diff_perPredictedSequence [i] = abs_diff_perPredictedSequence [i] + abs_diff [i][j]
mse_perPredictedSequence [i] = mean_squared_error(Y_pred_traInv[i] , Y_test_traInv [i] )
rmse_perPredictedSequence [i] = np.sqrt(mse_perPredictedSequence [i])
abs_diff_perPredictedTimeslot_ForEachSequence [i] = abs_diff_perPredictedSequence [i] / len(Y_test_traInv [0])
average_LoadValue_testData_perPredictedSequence [i] = np.mean (Y_test_traInv [i])
absoluteError_Load_Ratio_allPredictedSequence [i] = abs_diff_perPredictedSequence [i] / average_LoadValue_testData_perPredictedSequence [i]
absoluteError_Load_Ratio_allPredictedTimeslots [i] = abs_diff_perPredictedTimeslot_ForEachSequence [i] / average_LoadValue_testData_perPredictedSequence [i]
rmse_average_allPredictictedSequences = np.mean (rmse_perPredictedSequence)
absoluteAverageError_Load_Ratio_allPredictedSequence = np.mean (absoluteError_Load_Ratio_allPredictedSequence)
absoluteAverageError_Load_Ratio_allPredictedTimeslots = np.mean (absoluteError_Load_Ratio_allPredictedTimeslots)
absoluteAverageError_allPredictedSequences = np.mean (abs_diff_perPredictedSequence)
absoluteAverageError_allPredictedTimeslots = np.mean (abs_diff_perPredictedTimeslot_ForEachSequence)
这里有一些测试数据Download Test Data
因此，现在我实际上不仅希望将要素的过去值包括到预测中，还希望将要素的未来值&温度和一天中的小时值包括到预测中。(#**$$}{##**$$}。例如，可以从外部天气预报服务中获取功能&Quot；Temperature&Quot；的未来值，而对于功能&Quot；Hour&Quot；，未来值以前是已知的(在测试数据中，我已经包含了非实际预测的&Quot；Forecast&Quot；；我只是随机更改了这些值)。这样，我可以假设-对于几个应用程序和数据-预测可以改进。
在架构中，它将如下所示： 谁能告诉我，我如何使用RNN(或LSTM)在KERAS中做到这一点？一种方法可以是将未来值作为独立的功能作为输入包含在内。但我希望模型知道要素的未来值与要素的过去值相关联。提醒：有人知道如何执行此操作吗？我将高度感谢您的每条评论。
标准方法是使用编解码器架构(例如，参见1和2)：
您可以对编码器和解码器使用任何架构，也可以考虑将编码器输出传递给解码器的不同方法(例如，将其添加或串联到解码器输入功能，将其添加或串联到某个中间解码器层的输出，或者将其添加到最终解码器输出)，下面的代码只是一个示例。
import pandas as pd
import numpy as np
import matplotlib.pyplot as plt
from sklearn.preprocessing import StandardScaler
from tensorflow.keras.layers import Input, Dense, LSTM, TimeDistributed, Concatenate, Add
from tensorflow.keras.models import Model
from tensorflow.keras.optimizers import Adam
# define the inputs
target = ['value']
features = ['temperatures', 'hour of the day']
sequence_length = 96
# import the data
df = pd.read_csv('TestData.csv', sep=';', header=0, low_memory=False, infer_datetime_format=True, parse_dates={'datetime': [0]}, index_col=['datetime'])
# scale the data
target_scaler = StandardScaler().fit(df[target])
features_scaler = StandardScaler().fit(df[features])
df[target] = target_scaler.transform(df[target])
df[features] = features_scaler.transform(df[features])
# extract the input and output sequences
X_encoder = [] # past features and target values
X_decoder = [] # future features values
y = [] # future target values
for i in range(sequence_length, df.shape[0] - sequence_length):
X_encoder.append(df[features + target].iloc[i - sequence_length: i])
X_decoder.append(df[features].iloc[i: i + sequence_length])
y.append(df[target].iloc[i: i + sequence_length])
X_encoder = np.array(X_encoder)
X_decoder = np.array(X_decoder)
y = np.array(y)
# define the encoder and decoder
def encoder(encoder_features):
y = LSTM(units=100, return_sequences=True)(encoder_features)
y = TimeDistributed(Dense(units=1))(y)
return y
def decoder(decoder_features, encoder_outputs):
x = Concatenate(axis=-1)([decoder_features, encoder_outputs])
# x = Add()([decoder_features, encoder_outputs])
y = TimeDistributed(Dense(units=100, activation='relu'))(x)
y = TimeDistributed(Dense(units=1))(y)
return y
# build the model
encoder_features = Input(shape=X_encoder.shape[1:])
decoder_features = Input(shape=X_decoder.shape[1:])
encoder_outputs = encoder(encoder_features)
decoder_outputs = decoder(decoder_features, encoder_outputs)
model = Model([encoder_features, decoder_features], decoder_outputs)
# train the model
model.compile(optimizer=Adam(learning_rate=0.001), loss='mse')
model.fit([X_encoder, X_decoder], y, epochs=100, batch_size=128)
# extract the last predicted sequence
y_true = target_scaler.inverse_transform(y[-1, :])
y_pred = target_scaler.inverse_transform(model.predict([X_encoder, X_decoder])[-1, :])
# plot the last predicted sequence
plt.plot(y_true.flatten(), label='actual')
plt.plot(y_pred.flatten(), label='predicted')
plt.show()
在上面的示例中，模型接受两个输入X_encoder和X_decoder，因此在生成预测时，您可以使用X_encoder中的过去观测温度和X_decoder中的未来温度预测。
这篇关于如何在KERAS中将未来值包括在RNN的时间序列预测中的文章就介绍到这了，希望我们推荐的答案对大家有所帮助，也希望大家多多支持跟版网！