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Abstract book (pdf) - ICPR 2010

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13:30-13:50, Paper TuBT2.1<br />

Local Rotation Invariant Patch Descriptors for 3D Vector Fields<br />

Janis, Fehr, Univ. Freiburg<br />

In this paper, we present two novel methods for the fast computation of local rotation invariant patch descriptors for 3D<br />

vectorial data. Patch based algorithms have recently become very popular approach for a wide range of 2D computer<br />

vision problems. Our local rotation invariant patch descriptors allow an extension of these methods to 3D vector fields.<br />

Our approaches are based on a harmonic representation for local spherical 3D vector field patches, which enables us to<br />

derive fast algorithms for the computation of rotation invariant power spectrum and bispectrum feature descriptors of such<br />

patches.<br />

13:50-14:10, Paper TuBT2.2<br />

Anomaly Detection for Longwave Flir Imagery using Kernel wavelet-Rx<br />

Mehmood, Asif, US Army Res. Lab.<br />

Nasrabadi, Nasser, US Army Res. Lab.<br />

This paper describes a new kernel wavelet-based anomaly detection technique for long-wave (LW) Forward Looking Infrared<br />

(FLIR) imagery. The proposed approach called kernel wavelet-RX algorithm is essentially an extension of the<br />

wavelet-RX algorithm (combination of wavelet transform and RX anomaly detector) to a high dimensional feature space<br />

(possibly infinite) via a certain nonlinear mapping function of the input data. The wavelet-RX algorithm in this high dimensional<br />

feature space can easily be implemented in terms of kernels that implicitly compute dot products in the feature<br />

space (kernelizing the wavelet-RX algorithm). In our kernel wavelet-RX algorithm, a 2-D wavelet transform is first applied<br />

to decompose the input image into uniform subbands. A number of significant subbands (high energy subbands) are concatenated<br />

together to form a subband-image cube. The kernel RX algorithm is then applied to these subband-image cubes<br />

obtained from wavelet decomposition of the LW database images. Experimental results are presented for the proposed<br />

kernel wavelet-RX, wavelet-RX and the classical CFAR algorithm for detecting anomalies (targets) in a large database of<br />

LW imagery. The ROC plots show that the proposed kernel wavelet-RX algorithm outperforms the wavelet-RX as well<br />

as the classical CFAR detector.<br />

14:10-14:30, Paper TuBT2.3<br />

Detection of Salient Image Points using Principal Subspace Manifold Structure<br />

Paiva, Antonio, Univ. of Utah<br />

Tasdizen, Tolga, Univ. of Utah<br />

This paper presents a method to find salient image points in images with regular patterns based on deviations from the<br />

overall manifold structure. The two main contributions are that: (I) the features to extract salient point are derived directly<br />

and in an unsupervised manner from image neighborhoods, and (ii) the manifold structure is utilized, thus avoiding the<br />

assumption that data lies in clusters and the need to do density estimation. We illustrate the concept for the detection of<br />

fingerprint minutiae, fabric defects, and interesting regions of seismic data.<br />

14:30-14:50, Paper TuBT2.4<br />

Triangle-Constraint for Finding More Good Features<br />

Guo, Xiaojie, Tianjin Univ.<br />

Cao, Xiaochun, Tianjin Univ.<br />

We present a novel method for finding more good feature pairs between two sets of features. We first select matched features<br />

by Bi-matching method as seed points, then organize these seed points by adopting the Delaunay triangulation algorithm.<br />

Finally, we use Triangle-Constraint (T-C) to increase both number of correct matches and matching score (the ratio<br />

between number of correct matches and total number of matches). The experimental evaluation shows that our method is<br />

robust to most of geometric and photometric transformations including rotation, scale change, blur, viewpoint change,<br />

JPEG compression and illumination change, and significantly improves both number of correct matches and matching<br />

score.<br />

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