
The obtained values in blocks are encapsulated in a
histogram so that each block corresponds to a
histogram. Finally, all histograms are connected to
form one vector. It is shown in Fig.5.
Fig. 5: LPBH, [5].
Histograms define a final vector of labels, [8].
Finally, the resulting histogram connects these
block histograms to form one vector of features for
one image, containing all the interest features.
3 Blur and Motion Blur
3.1 Imagery Problems
Image noise is unwanted information on a digital
image in the form of a random variation of color or
brightness. Image noise is an undesirable by-product
of image capture and obscures desired information.
It can be produced by the sensor, or when a
photographer accidentally moves his hand while
taking a picture [9]. One of the image noise effects
is an occurrence of a blur. Image blur is very usual
in natural photos, originating from different factors,
like atmospheric disturbances, object motion, out-
of-focus camera, and camera shaking. Motion blur
is caused by the sudden movement of a sensor, or
the fast movement of an object, during the exposure
time.
3.2 Blur Enhancement Algorithm
The most common blur representation in the image
processing field is the Gaussian blur or Gaussian
smoothing. It is the result of blurring an image by a
Gaussian function, [10].
Test subset with added blur (blur subset) is created
using the 2D Gaussian smoothing kernel with a
standard deviation of 2.
A test subset with enhanced Gaussian blur has been
generated from the blur subset with the method for
recovering the blur kernel, [11], which is based on
statistical irregularities.
This model is used together with an accurate
spectral whitening formula to estimate the power
spectrum of the blur. The blur kernel is then
recovered using a phase retrieval algorithm with
improved convergence and disambiguation
capabilities. Unlike methods that rely on the
presence and the identification of well-separated
edges in the image, this statistical approach copes
well with images containing under-resolved texture
and foliage clutter. The described method does not
reconstruct the latent image repeatedly and accesses
the input image only once to extract a small set of
statistics - the core of this technique depends only
on the blur kernel size and does not scale with the
image dimensions. Therefore, it is not
computationally complex. Accurate estimation of
the blur kernel and minimization problem is solved
by the linearized Bergman iteration, [12].
3.3 Motion Blur Enhancement Algorithm
Motion blur effects are manifested as visible lines
generated by the fast movement of an object in
front of the recording device. A test subset with
added motion blur was created by a 2D motion blur
filter. One dimension is the linear motion of the
camera (lens), and the other is the angle of camera
motion (theta). the Parameters used for this
experiment were lens 7 and theta 12. A test subset
with artificially removed motion blur was generated
in the same manner as the previously described de-
blurring algorithm, [11], [12].
4 Experimental Results
4.1 Image Database
The database contains face images of 50 persons.
All images have the same dimensions and the same
orientation. Color (visible light) images subset of
this database contains 11 images per rotation with
different poses for each expression (neutral,
smiling, boring and open mouth) and illumination
(daylight, darkness, and three different light
sources, frontal, left, and right lateral) of every
individual. This database can be used for different
experimental setups in the face recognition area
[13]. Different subsets of this database were used
for training and testing. Both subsets contain 30
visible light, frontal images (one per each person in
the database), taken with a different subject pose -
these subsets contain images with neutral and
smiling expressions, randomly divided into testing
and training subsets.
Test subset is used in five different forms: original,
with added Gaussian blur, with added motion blur,
and with enhanced motion blur.
WSEAS TRANSACTIONS on INFORMATION SCIENCE and APPLICATIONS
DOI: 10.37394/23209.2022.19.28
Joseph Tomionko,
Moussa Magara Traoré, Drissa Traoré