2,293 research outputs found
A framework for improving the performance of verification algorithms with a low false positive rate requirement and limited training data
In this paper we address the problem of matching patterns in the so-called
verification setting in which a novel, query pattern is verified against a
single training pattern: the decision sought is whether the two match (i.e.
belong to the same class) or not. Unlike previous work which has universally
focused on the development of more discriminative distance functions between
patterns, here we consider the equally important and pervasive task of
selecting a distance threshold which fits a particular operational requirement
- specifically, the target false positive rate (FPR). First, we argue on
theoretical grounds that a data-driven approach is inherently ill-conditioned
when the desired FPR is low, because by the very nature of the challenge only a
small portion of training data affects or is affected by the desired threshold.
This leads us to propose a general, statistical model-based method instead. Our
approach is based on the interpretation of an inter-pattern distance as
implicitly defining a pattern embedding which approximately distributes
patterns according to an isotropic multi-variate normal distribution in some
space. This interpretation is then used to show that the distribution of
training inter-pattern distances is the non-central chi2 distribution,
differently parameterized for each class. Thus, to make the class-specific
threshold choice we propose a novel analysis-by-synthesis iterative algorithm
which estimates the three free parameters of the model (for each class) using
task-specific constraints. The validity of the premises of our work and the
effectiveness of the proposed method are demonstrated by applying the method to
the task of set-based face verification on a large database of pseudo-random
head motion videos.Comment: IEEE/IAPR International Joint Conference on Biometrics, 201
Self-adjointness of perturbed bi-Laplacians on infinite graphs
We give a sufficient condition for the essential self-adjointness of a
perturbation of the square of the magnetic Laplacian on an infinite weighted
graph. The main result is applicable to graphs whose degree function is not
necessarily bounded. The result allows perturbations that are not necessarily
bounded from below by a constant.Comment: We edited the introduction and updated the bibliographical
information for some references. We moved the examples towards the front of
the articl
Automatic vehicle tracking and recognition from aerial image sequences
This paper addresses the problem of automated vehicle tracking and
recognition from aerial image sequences. Motivated by its successes in the
existing literature focus on the use of linear appearance subspaces to describe
multi-view object appearance and highlight the challenges involved in their
application as a part of a practical system. A working solution which includes
steps for data extraction and normalization is described. In experiments on
real-world data the proposed methodology achieved promising results with a high
correct recognition rate and few, meaningful errors (type II errors whereby
genuinely similar targets are sometimes being confused with one another).
Directions for future research and possible improvements of the proposed method
are discussed
Hallucinating optimal high-dimensional subspaces
Linear subspace representations of appearance variation are pervasive in
computer vision. This paper addresses the problem of robustly matching such
subspaces (computing the similarity between them) when they are used to
describe the scope of variations within sets of images of different (possibly
greatly so) scales. A naive solution of projecting the low-scale subspace into
the high-scale image space is described first and subsequently shown to be
inadequate, especially at large scale discrepancies. A successful approach is
proposed instead. It consists of (i) an interpolated projection of the
low-scale subspace into the high-scale space, which is followed by (ii) a
rotation of this initial estimate within the bounds of the imposed
``downsampling constraint''. The optimal rotation is found in the closed-form
which best aligns the high-scale reconstruction of the low-scale subspace with
the reference it is compared to. The method is evaluated on the problem of
matching sets of (i) face appearances under varying illumination and (ii)
object appearances under varying viewpoint, using two large data sets. In
comparison to the naive matching, the proposed algorithm is shown to greatly
increase the separation of between-class and within-class similarities, as well
as produce far more meaningful modes of common appearance on which the match
score is based.Comment: Pattern Recognition, 201
Understanding and overcoming the sticking point in resistance exercise
In the context of resistance training the so-called ‘‘sticking point’’ is commonly understood as the 9 position in a lift in which a disproportionately large increase in the difficulty to continue the lift is experienced. If the lift is taken to the point of momentary muscular failure, the sticking point is usually where the failure occurs. Hence the sticking point is associated with an increased chance of exercise form deterioration or break-down. Understanding the mechanisms that lead to the occurrence of sticking points as well as different training strategies that can be used to overcome them is important to strength practitioners (trainees and coaches alike) and instrumental for the avoidance of injury and continued progress. In this article we survey and consolidate the body of existing research on the topic: we discuss different definitions of the sticking point adopted in the literature and propose a more precise definition, describe different muscular and biomechanical aspects that give rise to sticking points, and review the effectiveness of different training modalities used to address them.Publisher PDFPeer reviewe
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