Faculty of Informatics Vienna University of Technology Institute of Computer Aided Automation PRIP Home PRIP Home
Personal tools
You are here: Home People Yll Haxhimusa, Dipl.-Ing. Dr. techn. Phd Book

Phd Book

The Structurally Optimal Dual Graph Pyramid and its Application in Image Partitioning
Volume 308 Dissertations in Artificial Intelligence - Infix
Author: Yll Haxhimusa
June 2007, 190 pp., softcover
ISBN: 978-1-58603-743-7
IOS Press and AKA

 

Summary

A widely used hierarchical representation in many areas of computer vision and pattern recognition is the (regular) image pyramid, which employs both coarse to fine and fine to coarse processing strategies. Regular pyramids rapidly compute global information in a recursive manner, because their height is logarithmically bounded by the size of the input. Regular image pyramids lack shift invariance as a result of the fixed inter-level neighborhood. Irregular hierarchical structures (irregular pyramids) overcome shift invariance, among others. However, their logarithmic height cannot be guaranteed in general, as well as the computational efficiency. Main topics of this work are irregular graph pyramids and their application in image partitioning.We introduce two new decimation concepts, maximal independent edge set (MIES) and maximal independent directed edge set (MIDES), both based on the maximal independent set principle. We show that the construction of stochastic irregular pyramids bounds logarithmically the height of the pyramid. Within this irregular graph pyramid framework, we introduce a time efficient image partitioning method based on the minimum spanning tree principle.

Content of the Book

Introduction
Basics of Graph Theory
Image Pyramid
Irregular Dual Graph Pyramids
Optimizing the Pyramid Structure
Irregular Graph Image Partitioning
Evaluation of Segmentation Methods
Epilogue

Errata

Inspite the efort some minor errors have found the way in the book. Please attach this errata to the book.

Book Order

This book can be ordered on line at the IOS Press web site or by printing the flyer and sending the order by mail.