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Microbes & Immunity                                               Big data and DNN-based DTI model in CHP






















































            Figure 5. The flowchart of molecular drug prediction process for drug targets (biomarkers) of chronic hypersensitivity pneumonitis. The drug prediction
            process is divided into three steps. The first step employs DTI data from DTI databases to train the DNN-based DTI model. The second step uses the
            trained DNN-based DTI model to predict candidate interactive drugs for these drug targets (biomarkers). The third step uses three design specifications
            to screen potential molecular drugs from candidate interactive drugs for chronic hypersensitivity pneumonitis.
            Abbreviations: CHP: Chronic hypersensitivity pneumonitis; DNN: Deep neural network; DTI: Drug-target interaction; PCA: Principal component analysis.

            interaction. L(w,b) denotes the average total loss C (w,b).   Θ = Θ e−1  −η ∆ΘL(  e−1 )      (LIV)
                                                                 e
                                                     n
            According to the cost function, the backward propagation
            algorithm is applied to update the model parameter set Θ   where e is the e-th epoch of the learning procedure, w is
                                                                                                         e−1
            containing the weighting matrix weight and the bias vector   the weights, b is bias, Θ is the learning rate, and ∆L(Θ ) is
                                                                              e−1
            by calculating the gradient of the cost function in Equation   the gradient of L(Θ ).
            LI and eventually obtaining the optimal solution Θ*, as in   Based on the backward propagation method, the DNN-
            Equations LII-LIV:                                 based DTI model can adjust parameters during each
                weight                                       iteration to better fit the DTI data. Moreover, adjusting
            Θ=                                      (LII)    hyperparameters not only shortens the training time but
                  bias                                       also achieves the optimal model performance. We used
                                                               the default optimizer settings and set the learning rate to
              *
            Θ = argmin ()L  Θ                         (LIII)   0.003 to make the model parameters  Θ converge faster
                                                               and more accurately. We set the number of epochs to 100


            Volume 2 Issue 2 (2025)                         89                               doi: 10.36922/mi.4620
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