1998 Tech Reports
AUTHORS: Geoff Sutcliffe and Christian B. Suttner
TITLE:
The CADE-14 ATP System Competition
ABSTRACT:
This paper documents the design, procedures, competing systems, results,
and conclusions of the CADE-14 ATP System Competition (CASC-14).
AUTHORS: Stefan Aeberhard and Olivier de Vel
TITLE:
Line-Based Face Recognition under Varying Pose
ABSTRACT:
Most research in recognising human faces
consists of full frontal view images and operate under strict
imaging conditions such as controlled illumination and limited
facial expressions. Face recognition using multiple views
in the viewing sphere is a more difficult task since face rotations
out of the imaging plane can introduce occlusion of facial structures.
In this paper we propose a novel image-based face recognition technique
using transects or line segments of 2D image views that achieves high
generalisation
recognition rates for rotations both in and out of the plane,
is robust to scaling, and is computationally efficient.
Results show that the classification accuracy of the algorithm is
superior compared with
benchmark algorithms and is able to recognise test views
in quasi real-time.
This report has since been published and subject to different copyright, hence made unavailable
AUTHORS: Olivier de Vel and Stefan Aeberhard
TITLE:
Object Recognition using Random Image-lines
ABSTRACT:
View-based recognition is a conceptually simple, relatively
robust method for object recognition. Current techniques use
small, simplistic object databases
requiring, in many cases, large processing training and/or recognition
times. In this paper we propose an extension to the view-based object
recognition paradigm
based on the classification of line segments of 2D image views
that achieves high generalisation
recognition rates with reduced computational times.
This report has since been published and subject to different copyright, hence made unavailable
AUTHORS: Bruce Litow
TITLE:
On Hadamard Square Roots of Unity
ABSTRACT:
A series all of whose coefficients have unit modulus
is called an Hadamard square root of unity.
We investigate and partially characterise the algebraic Hadamard
square roots of unity.
AUTHORS: Bruce Litow
TITLE:
A Simple Subexponential Time Algorithm for Hamiltonian Circuit
At request of the authors this report has been made unavailable
© James Cook University of North Queensland, Australia
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