Le terme goulot d'étranglement linéaire refers to a specific architectural component within réseaux neuronaux, particularly in apprentissage profond models. It is designed to optimize the flow of information while reducing the computational load. The linear bottleneck is typically implemented as a sequence of operations that include a transformation linéaire, such as a convolution, followed by a activation non linéaire fonction, et se termine souvent par une autre transformation linéaire.
Dans de nombreuses architectures de réseaux neuronaux, en particulier celles utilisées pour traitement d'image like MobileNets, the linear bottleneck acts as a critical point where the dimensionality of the data is reduced significantly. This is accomplished through 1×1 convolutions that allow the model to compress features before passing them into deeper layers. The result is a more efficient model that requires less computational power and memory, making it suitable for deployment on mobile and edge devices.
One of the key benefits of using linear bottlenecks is that they help maintain a balance between model accuracy and performance speed. By carefully managing the complexity of the network, linear bottlenecks facilitate quicker inference times without sacrificing the quality of the model’s predictions. This makes them particularly valuable in real-time applications such as classification d'image et détection d'objets.