Abstract

Differential evolution algorithm (DE) is one of the novel stochastic optimization methods. It has a better performance in the problem of the color image quantization, but it is difficult to set the parameters of DE for users. This paper proposes a color image quantization algorithm based on self-adaptive DE. In the proposed algorithm, a self-adaptive mechanic is used to automatically adjust the parameters of DE during the evolution, and a mixed mechanic of DE and K-means is applied to strengthen the local search. The numerical experimental results, on a set of commonly used test images, show that the proposed algorithm is a practicable quantization method and is more competitive than K-means and particle swarm algorithm (PSO) for the color image quantization.

Highlights

  • Color image quantization, one of the common image processing techniques, is the process of reducing the number of colors presented in a color image with less distortion [1]

  • Most of the color quantization methods focus on creating an optimal colormap

  • The test images are quantized into 16 colors

Read more

Summary

Introduction

One of the common image processing techniques, is the process of reducing the number of colors presented in a color image with less distortion [1]. This paper applies DE to solve the color image quantization. It is difficult to set the two parameters For this difficulty, this paper proposes a color image quantization algorithm based on self-adaptive DE (SaDE-CIQ). In SaDE-CIQ, the self-adaptive mechanics in the literature [15, 16] are used to automatically adjust the parameters of DE during the evolution, and K-means is mixed into DE with a little probability for strengthening the local search. By some commonly used color images, the performance of SaDE-CIQ in the color image quantization is compared with that of K-means and PSO.

Classical Differential Evolution
A Self-Adaptive Mechanic and a Mixed Mechanic of DE
Color Image Quantization Algorithm Based on Self-Adaptive DE
Numerical Experiments
Conclusions
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call