Dynamic landslide displacement prediction method based on long short term memory network (LSTM)
A technology of dynamic prediction and displacement, applied in neural learning methods, measuring devices, biological neural network models, etc., can solve problems such as gradient explosion and gradient disappearance, and achieve the effects of avoiding large deviations, increasing timeliness, and improving prediction accuracy
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[0103] Using Matlab to construct LSTM dynamic prediction model of landslide displacement:
[0104] Data loading and normalization processing:
[0105] [train_data, test_data] = LSTM_data_process();
[0106] data_length=size(train_data,1);
[0107] data_num=size(train_data,2);
[0108] Node number setting after grid search method:
[0109] input_num=12;
[0110] cell_num=18;
[0111] output_num=4;
[0112] The bias of the gates in the network:
[0113] bias_input_gate = rand(1, cell_num);
[0114] bias_forget_gate = rand(1, cell_num);
[0115] bias_output_gate = rand(1, cell_num);
[0116] Network layer weight initialization:
[0117] ab=15.5;
[0118] weight_input_x = rand(input_num, cell_num) / ab;
[0119] weight_input_h=rand(output_num, cell_num) / ab;
[0120] weight_inputgate_x = rand(input_num, cell_num) / ab;
[0121] weight_inputgate_c = rand(cell_num, cell_num) / ab;
[0122] weight_forgetgate_x = rand(input_num, cell_num) / ab;
[0123] weight_forgetgate_c = ra...
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