Purdue University Graduate School
Browse
- No file added yet -

THREE PROBLEMS IN DIGITAL IMAGE PROCESSING: ALIGNMENT OF DATA-BEARING HALFTONE IMAGES, SURFACE CODING, AND MATCHING CONSUMER PHOTOS OF FASHION ITEMS WITH ON-LINE IMAGES

Download (18.47 MB)
thesis
posted on 2020-12-17, 14:04 authored by Ziyi ZhaoZiyi Zhao

Digital image processing techniques have many significant applications in industry. In this thesis, we focus on three problems in digital image processing. These three problems involve halftone images, information encoding and decoding, image alignment, and deep learning.

Specifically, the first problem is based on data-bearing halftone images, which are an aesthetically pleasing alternative to barcodes. We address the issues generated in the camera captured image alignment process. We perform some theoretical analysis and validate it by simulation. We also provide an optimal solution to the problem.

The second problem is about the alignment technique on a 3D surface. We develop a pipeline of surfaces coding to solve the alignment issues on 3D surfaces, which includes oblique surfaces and cylindrical surfaces.

The third problem is related to image retrieval. We propose a deep learning based solution to the fashion image retrieval task. Fashion image retrieval is significant to improve the customers’ experience in online shopping. A fast, accurate shopping item information retrieval system based on the customers’ uploaded image has been built by us. A novel solution is provided, and it achieves state-of-art accuracy in shopping items’ information retrieval.

History

Degree Type

  • Doctor of Philosophy

Department

  • Electrical and Computer Engineering

Campus location

  • West Lafayette

Advisor/Supervisor/Committee Chair

Jan. P. Allebach

Additional Committee Member 2

Robert Ulichney

Additional Committee Member 3

Michael D. Zoltowski

Additional Committee Member 4

George T. C. Chiu

Usage metrics

    Licence

    Exports

    RefWorks
    BibTeX
    Ref. manager
    Endnote
    DataCite
    NLM
    DC