This article was automatically translated from the original Turkish version.
Deep Neural Networks (DNNs) are a subclass of artificial neural networks, consisting of multilayer structures with at least two or more hidden layers. Inspired by the human brain, these structures are composed of neurons, weights, bias values, and activation functions. Each neuron aggregates incoming signals, processes them through an activation function, and transmits the result to the next layer.
The "depth" of DNNs is measured by the number of hidden layers they contain. For example, a neural network with two hidden layers has a depth of three layers. While single-layer artificial neural networks can be effective for simple linear problems, they are limited when dealing with complex and high-dimensional data. Therefore, deep neural networks stand out due to their ability to model nonlinear relationships more effectively.
Deep neural networks can be implemented using various architectural configurations. The most common ones include:
DNNs are effectively used across a wide range of fields:
Deep neural networks can be trained using supervised and unsupervised learning methods. In supervised learning, the model’s output is compared with the true result using labeled data to calculate an error. This error is then propagated backward and the weights are updated (backpropagation method). In unsupervised learning, the data is not labeled. Deep Belief Networks, in particular, can automatically extract fundamental features of the data to perform this process. Deep architectures possess stronger generalization capabilities compared to shallow ones. However, using more layers does not always lead to better results. Careful tuning of hyperparameters such as the appropriate number of layers, choice of activation function, and learning rate is essential.
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Deep Neural Network Architectures
Applications of Deep Neural Networks
Learning Process and Performance