
smoothness of the change in orientation angles
among blocks. As mentioned earlier, the ridges of
a finger image can be locally approximated by one
sine wave with its frequency in a cer tain range.
A region of interest (ROI) of the spectrum is de-
fined as an annular region with radius ranging
between the minimum and maximum typical
ridge frequency values. For a more robust ridge
structure (i.e., the better image quality) the energy
will be more concentrated within the ROI. [9]
measured the ener gy concentration in ring-shaped
regions of the ROI by employing bandpass filters to
extract the energy in each frequency band. Good
quality images will have the energy concentrated in
few bands while poor quality fingerprints will have
a more diffused distribution.
3. Overall Fingerprint Image Quality: prediction of
performance: It is desirable to combine local and
global quality features into one scalar or a vector of
quality such that the overall fingerprint image qual-
ity is related to the expected false match and false
non-match of the image. The summarization can
simply be the percentage of blocks classified as
‘‘good’’ or ‘‘bad’’ quality after a local analysis, or
more elaborate combination methods such as
weighted average of local qualities. For example,
higher weights could be assigned to blocks closer
to the centroid of a fingerprint since features
extracted from blocks near the centroid have
more useful and reliable information [9, 11]. Use
of a classifier to nonlinearly combine local and
global features was first proposed by Tabassi et al.
[3, 4]. The method called NIST Fingerprint Image
Quality NFIQ [3, 4] was developed to predict how
far a genuine score would lie from its impostor
distribution and is thus effective at improving
false rejections while suppressing false acceptance
errors.
NFIQ extrac ts minutia, assigns a quality value
to each minutia point, and measures orientation
field, pixel intensity, and directional map to com-
pute the following local and global features: num-
ber of foreground blocks, number of minutia,
number of minutia that have quality value better
than certain thresholds, percentage of foreground
blocks of excellent, good, fair, and poor quality.
A neural network was trained to classify the com-
puted feature vectors into five levels 1–5 where
NFIQ = 1 is the best quality and NFIQ = 5 is the
lowest quality. Figure 2 shows that the highest
recognition performance is achieved for the best
quality samples (NFIQ¼1), and samples with low-
est quality (NFIQ¼5) have the lowest perfor-
mance. The plots of Fig. 5 show, respectively, the
genuine and impostor distributions for NFIQ
values 1 (excellent quality), 3 (average quality),
and 5 (poor quality). The overlapping of genuine
and impostor for the poorest NFIQ (i.e., NFIQ = 5)
means higher recognition errors for that NFIQ
level while the almost complete separation of the
two distributions for the best quality samples (i.e.,
NFIQ = 1) indicates lower recognition error. Source
code for
NFIQ algorithm can be found in [17].
Applications of Biometric Quality
Values
This section describes the roles of a sample quality
measure in the various contexts of biometric opera-
tions. The quality value here is simply a scalar sum-
mary of a sample that is taken to be some indicator of
matchabilit y. These uses of biometric sample quality
are not fingerprint specific and can be generalized to
other modalities like face or iris.
1. Enrollment Phase Quality Assessment Enrollment is
usually a supervised process, and it is common to
improve the quality of the final stored sample by
acquiring as many samples as are needed to satisfy
either an automatic quality measurement algorithm,
a human inspector (a kind of quality algorithm), or a
matching criterion (by comparison with a second
sample acquired during the same session). Our
focus on automated systems’ needs is warranted
regardless of analyses of these other methods, but
the authors do contend that naive human judg-
ment will only be as predictive of a matcher’s
performance as the human visual system is similar
to the matching system’s internals, and it is not
evident that human and computer matching are
functionally comparable.
Specifically, human inspectors may underesti-
mate performance on overtly marginal samples.
Certainly human inspectors’ judgment may be im-
proved if adequate training on the failure modes
and sensitivities of the matcher is given to the
Fingerprint Image Quality
F
487
F