
▶ nonideal iris. Its major role is to determine, at the
stage of data acquisition or at the early stage of proces-
sing, what the amount of information for the purposes
of processing, recognition, and fusion this imagery
contains. Is it informative enoug h for performing fur-
ther processing steps or should be discarded? Is it
informative enough for being combined with other
images and result in improved recognition perfor-
mance? The quality metrics play an important role in
automated biometric systems for three reasons: (1)
system performance (segmentation and recognition),
(2) interoperability, and (3) data enhancement.
The quality metrics play an importan t role in auto-
mated biometric systems for two reasons: (1) system
performance (segmentation and recognition), and (2)
interoperability.
A traditional approach in evaluating iris imag e
quality is to identify a single or a sequence of physical
phenomena that influences formation of query iris
imagery at the image acquisition stage (see the entry
on Image Acquisition). The distortions that identified
physical phenomena introduced are then modeled
mathematically. To evaluate the level of distortion pres-
ent in an iris image, a single or a set of metrics or quality
measures is specified. The metrics can be absolute
measures or relative measures. The abs olute metrics
do not assume comparison of query image with a
reference image. The relative metric measures the pres-
ence of some distortions with respect to a specified
reference image.
The following sections provide a short survey of the
literature on iris image quality, introduce a set of iris
quality measures and suggest a number of techniques
to combine individual quality measures in a single
score.
Survey of Iris Quality Metrics
Previous work on iris image quality can be placed in tw o
categories: local and global analysis. Zhu et al., [4]evalu-
ate quality by analyzing the coefficients of particular areas
of iris’s texture by employing discrete wavelet decompo-
sition.Chenetal.,[5] classify iris qu ality by measuring
the energy of concentric iris bands obtained from 2-D
wavelets. Ma et al., [6] analyze the Fourier spectra of
local iris regions to characterize out-of-focus and mo-
tion blur and occlusions. Zhang and Salganicaff [7]
examine the sharpness of the region between the pupil
and the iris. Daugman [8] and Kang and Park [9]
characterize quality by quantifying the energy of high
spatial frequencies over the entire image region.
Belcher and Du [10] propose a clarity measure by
comparing the sharpness loss within variou s iris
image regions against the blurred version of the same
regions. The major feature of these approaches is that
the evaluation of iris image quality is reduced to the
estimation of a single [5, 7, 8, 9] or a pair of factors [6],
such as out-of-focus blur, motion blur, and occlusion.
A broader range of physical phenomena that can be
observed in nonideal iris imagery was characterized
by Kalka et al., [11, 12]. The proposed factors include
out-of-focus and motion blur, occlusion, specular re-
flection, illumination, off-angle, and pixel count. The
strength of the phenomena and its influence was eval-
uated through modified or newly designed iris quality
metrics. These factors based on the extensive analysis
carried out by the authors affect the segmentation and
ultimately recognition performance of iris recognition
systems. An example of two iris images from ICE
dataset [13] and their corresponding pentagram plots
are displayed in Figure 1 and Figure 2. In a pentagram ,
each axis represents a quality metric. The quality score
is normalized to take values between zero and one. The
value one corresponds to the lowest quality, the value
zero is the highest quality.
Since most of quality metrics contain some com-
mon information (for example, motion and out-of-
focus blurs are physically related; occlusion and pixel
counts usually contain redundant information; illumi-
nation and contrast are also related), they have to be
estimated jointly. However, all recently designed qua-
lity assessing algorithms treat individual quality metrics
as independent and thus evaluate them separately.
While any processing reduces information content
of quality metrics, in some applications it is beneficial
to have a single quality score that characterizes the
overall image quality. In this case we would appeal to
rules of combining scores.
Rules of Combination
The quality factors (metrics) can be used individually
or combined into a single score throug h a simple
static or an adaptive rule. Among static rules the sim-
ple sum rule is a computationally efficient method .
More complex (adaptive) rules such as Bayesian,
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Iris Image Quality