Tri-directional Gradient Operators for Hexagonal Image Processing

Research output: Contribution to journalArticle

4 Citations (Scopus)

Abstract

Image processing has traditionally involved the use of square operators on regular rectangular image lattices. For many years the concept of using hexagonal pixels for image capture has been investigated, and several advantages of such an approach have been highlighted. We present a design procedure for hexagonal gradient operators, developed within the finite element framework, for use on hexagonal pixel based images. In order to evaluate the approach, we generate pseudo hexagonal images via resizing and resampling of rectangular images. This approach also allows us to present results visually without the use of hexagonal lattice capture or display hardware. We provide comparative results with existing gradient operators, both rectangular and hexagonal.
LanguageEnglish
Pages614-626
JournalJournal of Visual Communication and Image Representation
Volume38
Early online date5 Apr 2016
DOIs
Publication statusE-pub ahead of print - 5 Apr 2016

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Image processing
Pixels
Hardware

Keywords

  • Hexagonal image processing
  • Scalable operator
  • Tri-directional operator
  • Gradient operator

Cite this

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title = "Tri-directional Gradient Operators for Hexagonal Image Processing",
abstract = "Image processing has traditionally involved the use of square operators on regular rectangular image lattices. For many years the concept of using hexagonal pixels for image capture has been investigated, and several advantages of such an approach have been highlighted. We present a design procedure for hexagonal gradient operators, developed within the finite element framework, for use on hexagonal pixel based images. In order to evaluate the approach, we generate pseudo hexagonal images via resizing and resampling of rectangular images. This approach also allows us to present results visually without the use of hexagonal lattice capture or display hardware. We provide comparative results with existing gradient operators, both rectangular and hexagonal.",
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author = "Sonya Coleman and Scotney Bryan and Bryan Gardiner",
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Tri-directional Gradient Operators for Hexagonal Image Processing. / Coleman, Sonya; Bryan, Scotney; Gardiner, Bryan.

Vol. 38, 05.04.2016, p. 614-626.

Research output: Contribution to journalArticle

TY - JOUR

T1 - Tri-directional Gradient Operators for Hexagonal Image Processing

AU - Coleman, Sonya

AU - Bryan, Scotney

AU - Gardiner, Bryan

PY - 2016/4/5

Y1 - 2016/4/5

N2 - Image processing has traditionally involved the use of square operators on regular rectangular image lattices. For many years the concept of using hexagonal pixels for image capture has been investigated, and several advantages of such an approach have been highlighted. We present a design procedure for hexagonal gradient operators, developed within the finite element framework, for use on hexagonal pixel based images. In order to evaluate the approach, we generate pseudo hexagonal images via resizing and resampling of rectangular images. This approach also allows us to present results visually without the use of hexagonal lattice capture or display hardware. We provide comparative results with existing gradient operators, both rectangular and hexagonal.

AB - Image processing has traditionally involved the use of square operators on regular rectangular image lattices. For many years the concept of using hexagonal pixels for image capture has been investigated, and several advantages of such an approach have been highlighted. We present a design procedure for hexagonal gradient operators, developed within the finite element framework, for use on hexagonal pixel based images. In order to evaluate the approach, we generate pseudo hexagonal images via resizing and resampling of rectangular images. This approach also allows us to present results visually without the use of hexagonal lattice capture or display hardware. We provide comparative results with existing gradient operators, both rectangular and hexagonal.

KW - Hexagonal image processing

KW - Scalable operator

KW - Tri-directional operator

KW - Gradient operator

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M3 - Article

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