๐ค AI Summary
This study investigates the genuine impact of network depth on image recognition performance by introducing the concept of โeffective depthโ to distinguish between nominal layer count and the actual depth through which information propagates. Under a unified training protocol, controlled comparative experiments are conducted across VGG, ResNet, and GoogLeNet architectures to quantitatively assess how depth influences accuracy, convergence stability, and computational efficiency. The findings reveal that residual connections and Inception modules substantially enhance depth utilization efficiency, achieving superior performance with lower effective depth, whereas conventional deep networks often suffer from accuracy saturation and optimization difficulties. This work underscores the critical role of architectural design in modulating the benefits of depth, moving beyond the simplistic paradigm of merely stacking more layers.
๐ Abstract
Increasing convolutional depth has been central to advances in image recognition, yet deeper networks do not uniformly yield higher accuracy, stable optimization, or efficient computation. We present a controlled comparative study of three canonical convolutional neural network architectures - VGG, ResNet, and GoogLeNet - to isolate how depth influences classification performance, convergence behavior, and computational efficiency. By standardizing training protocols and explicitly distinguishing between nominal and effective depth, we show that the benefits of depth depend critically on architectural mechanisms that constrain its effective manifestation during training rather than on nominal depth alone. Although plain deep networks exhibit early accuracy saturation and optimization instability, residual and inception-based architectures consistently translate additional depth into improved accuracy at lower effective depth and favorable accuracy-compute trade-offs. These findings demonstrate that effective depth, not nominal depth, is the operative quantity governing depth's role as a productive scaling dimension in convolutional networks.