Efficient CNN Architecture Design Guided by Visualization

07/21/2022
by   Liangqi Zhang, et al.
0

Modern efficient Convolutional Neural Networks(CNNs) always use Depthwise Separable Convolutions(DSCs) and Neural Architecture Search(NAS) to reduce the number of parameters and the computational complexity. But some inherent characteristics of networks are overlooked. Inspired by visualizing feature maps and N×N(N>1) convolution kernels, several guidelines are introduced in this paper to further improve parameter efficiency and inference speed. Based on these guidelines, our parameter-efficient CNN architecture, called VGNetG, achieves better accuracy and lower latency than previous networks with about 30 VGNetG-1.0MP achieves 67.7 top-1 accuracy with 1.14M parameters on ImageNet classification dataset. Furthermore, we demonstrate that edge detectors can replace learnable depthwise convolution layers to mix features by replacing the N×N kernels with fixed edge detection kernels. And our VGNetF-1.5MP archives 64.4 Gaussian kernels.

READ FULL TEXT
research
04/22/2020

DyNet: Dynamic Convolution for Accelerating Convolutional Neural Networks

Convolution operator is the core of convolutional neural networks (CNNs)...
research
11/26/2017

JPEG Steganalysis Based on DenseNet

Current research has indicated that convolution neural networks (CNNs) c...
research
12/09/2019

Naive Gabor Networks

In this paper, we introduce naive Gabor Networks or Gabor-Nets which, fo...
research
07/30/2018

ShuffleNet V2: Practical Guidelines for Efficient CNN Architecture Design

Currently, the neural network architecture design is mostly guided by th...
research
05/27/2021

FuSeConv: Fully Separable Convolutions for Fast Inference on Systolic Arrays

Both efficient neural networks and hardware accelerators are being explo...
research
08/07/2018

Efficient Fusion of Sparse and Complementary Convolutions for Object Recognition and Detection

We propose a new method for exploiting sparsity in convolutional kernels...
research
12/09/2019

Temporal Factorization of 3D Convolutional Kernels

3D convolutional neural networks are difficult to train because they are...

Please sign up or login with your details

Forgot password? Click here to reset