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IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 38
STONE TEXTURE CLASSIFICATION AND DISCRIMINATION BY
EDGE DIRECTION MOVEMENT
Gullapalli Bhargav1
, G Ramanjaneya Raju2
, Pullela S V V S R Kumar3
1,2,3
Department of Computer Science & Engineering, Aditya College of Engineering, Surampalem, Andhra Pradesh,
India
Abstract
Texture discrimination is the rich field in the area pattern recognition and pattern analysis. The texture classification is the one of
the major field in texture discrimination. In this paper derive an approach for texture group classification based on the direction
movement. The edge movements are identified in each 3×3 window of the texture image. Based on the edge direction movements
the texture images are categorized. Two texture groups used in this paper. Texture group 1 consists of Bark, Sand, Raffia and
Pigskin images and Straw, Bsand, Wgrain and Grass image are treated as texture group2. In this paper, Horizontal, Vertical
direction and also Right, Left Diagonal Edge direction movements are identified.
Key Words: Edge Direction movements, texture classification, pattern recognition, texture group
--------------------------------------------------------------------***----------------------------------------------------------------------
1. INTRODUCTION
In Image processing, Texture analysis and classification
plays a major role. The major areas are stone texture
classification, medical imaging, quality of stone detection,
character recognition, object detection and retrieval and
remote sensing. Originally, texture mainly consists of
uniform and non uniform patterns. The texture classification
has two major problems such as extracting the best features
for texture description and selecting the best classification
technique for classification with selected features.
So many approaches are available in the literature for
texture classification. The first and top most approach is
Local Binary Pattern (LBP) approach [1, 2]. But LBP
approach has some disadvantages like if the central pixel
value changes at least 1, the LBP value is drastically
changes. Some other approaches are Texture classification
by statistical learning from morphological image processing
[3], Texture classification based on random threshold vector
[4], The main goal of texture classification is to classify
images into homogeneous classes that have the same
textural pixels [5]. Ashour et.al used Multidirectional Gabor
filter to classify Engineering Machined dataset into six
classes based on Principal Components Analysis (PCA) and
Artificial Neural Network classifier [6]. A number of
algorithms are designed for feature extraction of a texture
image from the past 2 decades [7, 8]. Other approaches for
texture classification are marble texture description [9],
skeleton extraction of texture [10], long linear patterns using
wavelets [11] wavelet transform [11, 12, 13]. And Gabor
filters [14].
Study of patterns is the one of the popular approach for
analysis and categorization of stone texture images.
Recently, textures are classified into various categories by
using various pattern methods like long linear patterns [15,
16], edge direction movements [17] preprocessed images,
marble texture description [18] and Avoiding Complex
Patterns [19], Textures are also illustrated and classified by
using various wavelet transforms: one based on primitive
patterns [20], and another one based on statistical
parameters [21].Ravi et al proposed a stone texture
classification method based on texture patterns [22].
From the above literature, observe that no study has
attempted to classify the textures with good classification
results by using edge movement pattern approach with good
classification results. The present paper attempted to classify
the texture images based on Edge Movement approach.
The paper is organized as follows. Section 2 describes
methodology for texture classification. The section 3
describes experimental results and analysis of results. The
conclusions are given in section 4.
2. PROPOSED METHOD: TEXTURE
DISCRIMINATION USING FREQUENCIES OF
EDGE MOVEMENTS
The present paper extends the concept on neighborhood and
proposed a novel method of discriminating textures by using
edge movement on a 3×3 window of the texture image. The
edge moments of the texture image mainly consists of 4
steps. In the first step, covert the input color image into gray
level buy using the HSI color model. Apply opening
operation on the input image for removing the small objects
from the foreground in the second step. In the third step,
find the frequencies of the edge movements in each grey
image. Based on the frequency occurrence of the edge
movements, plot a graph for classifying the stone textures
into four categories in the fourth step. The block diagram of
the entire process is shown in figure1.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 39
Step1: Color to Grey using HSI color model:
Various color models are available in the literature for
image processing. Generally, the color images are
represented by using RGB. Here RGB is the color
components: R-Red, G-Green and B-Blue. TO achieve the
better features from the color image need to convert into
another model. The present paper used the HSI color model.
The HSV color model also has 3 components: Hue,
Saturation and Intensity. The Hue is a attribute of color
which represents the dominant color component in RGB.
The Saturation is an expression of the relative purity or the
degree to which a pure color is diluted by white light. HSV
color model describes color relationship more accurately
than RGB color model.. The transformation equations for
RGB to HSV color model conversion is given below.
),,max( BGRV  (1)
V
BGRV
S
),,min(

(2)
RifV
S
BG
H 


6 (3)
GifV
S
RB
H 


63
1
(4)
BifV
S
GR
H 


63
1
(5)
OpeningColor
Image
HIS color
model
Grey level
Image
Opened
Image
Find
frequencies of
edge
movement
Plot
Classification
Graph
Classification
Fig -1: Block Diagram of the proposed method
The range of color component Hue (H) is [0,255], the
component saturation (S) range is [0,1] and the Value (V)
range is [0,255]. In this work, the color component Hue (H)
is considered as color information for the classification of
texture images.
Opening of the texture Image:
Opening is a morphological operation that generally
smooth’s the contour of an object, breaks narrow isthmuses
and eliminates thin protrusions. The present study
advocates a new statistical method for classification of
textures on the opening of the image.
Find the Edge movement direction:
n edge is a property connected to an individual pixel and is
figured from the picture capacity conduct in an area of that
pixel. It is a vector variable with two segments, greatness
and heading. The edge greatness is the size of the slope, and
the edge course ø is turned regarding the inclination heading
ψ by - 90 degrees. The inclination heading gives the course
of most extreme development of the capacity. The edge
movement is find out in each 3×3 window of the image. The
pixel positions in each 3×3 window is shown in figure 2.
RD1 VD1 LD1
HD1 CP HD2
LD2 VD2 RD2
Fig -2: A 3×3 window with 8-neighborhood that forms 4
directional vectors
The present paper finds out the edge movements by using
the following algorithm.
Algorithm 1: Calculation of edge movement frequencies
BEGIN
Step1: Initialize FHG, FVG, FRDG and FLDG.
Step2: Find HG=|HD1-HD2| and VG=|VD1-VD2|
RDG=|RD1-RD2|and LDG=|LD1-LD2|
Step3: Find MAX (HG, VG, RDG, LDG) and increase the
corresponding frequencies.
If MAX (HG, VG, RDG, LDG) is equal to HG then
FVG=FVG+1;
If MAX (HG, VG, RDG, LDG)is equal to VG then
FHG=FHG+1;
If MAX (HG, VG, RDG, LDG)is equal to RDG then
FLDG=FLDG+1;
If MAX (HG, VG, RDG, LDG)is equal to LDG then
FRDG=FRDG+1;
Step4: Repeat the steps 2 to 3 for entire image on
convolution basis on a 3x3 window.
Step5: G1= FHG+FVG and G2=FRDG+FLDG
Step6: Plot the graph of G1 on various textures.
Plot the graph of G2 on various textures.
END.
Based on this assumption the present study calculated the
frequencies of Horizontal, Vertical, Right and Left diagonal
edge direction movements, as described in the Algorithm 1.
3. RESULTS AND DISCUSSIONS
To find out the effectiveness of the proposed method it is
evaluated on different texture groups the group 1(TG1)
consists of Bark, Sand, Raffia and Pigskin. The frequency
occurrences of the Horizontal and Vertical Edge direction
movement of texture group 1 is listed out table 1 and the
classification graph is shown in figure 1. The frequency
occurrences of the Right and Left Diagonal Edge direction
movements of texture group 1 is listed out table 2 and the
classification graph is shown in figure 3.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 40
Table -1: Horizontal and Vertical Edge direction
movements are calculated after Edge sharpening for the
Texture Group TG4
Sample No. Bark Sand Raffia Pigskin
1 9665 9302 10272 9041
2 9552 9531 10140 9015
3 9461 9301 9851 9146
4 9459 9349 10211 8826
5 9536 9258 9689 8935
6 9498 9240 10094 9120
8600
8800
9000
9200
9400
9600
9800
10000
10200
10400
0 2 4 6 8
Texture Samples
HorizontalandVerticalEdge
Movements
Bark
Sand
Raffia
Pigskin
Fig -3: Classification graph using Horizontal and Vertical
Edge Movements
Table -2: Right and Left Diagonal Edge direction
movements are calculated after Edge sharpening for the
Texture Group TG1
Sample No. Bark Sand Raffia Pigskin
1 11071 11434 10464 11695
2 11184 11205 10596 11721
3 11275 11435 10885 11590
4 11277 11387 10525 11910
5 11200 11478 11047 11801
6 11238 11496 10642 11616
The proposed method is also evaluated on another texture
group the group 2(TG2) consists of Straw, Bsand, Wgrain
and Grass. The frequency occurrences of the Horizontal and
Vertical Edge direction movement of texture group 2 is
listed out in table 3 and the classification graph is shown in
figure 5. The frequency occurrences of the Right and Left
Diagonal Edge direction movements of texture group 2 is
listed out in table 4 and the classification graph is shown in
figure 6. After sharpening the edges, the edge directional
movements are identified again. The frequency occurrence
of edge direction movement in Horizontal and Vertical
direction of two texture groups are listed out in table 5 and
corresponding graph is shown in figure 7. Left and Right
diagonal direction movements of two texture groups are
listed out in table 6 and corresponding graph is shown in
figure
10200
10400
10600
10800
11000
11200
11400
11600
11800
12000
0 2 4 6 8
Texture Samples
RightandLeftDiagonalEdge
Movements
Bark
Sand
Raffia
Pigskin
Fig -4: Classification graph using Right and Left Diagonal
Edge Movements
Table -3: Horizontal and Vertical Edge direction
movements are calculated after Edge sharpening for the
Texture Group TG2
Sample No. Straw Bsand Wgrain grass
1 8238 8868 10811 10210
2 8694 9076 10812 10096
3 7300 8790 10844 10038
4 9185 8790 10779 9775
5 6350 8856 10518 10153
6 8726 8813 10751 9844
0
2000
4000
6000
8000
10000
12000
0 2 4 6 8
Texture Samples
HorizontalandVerticalEdge
Movements
Straw
Bsand
Wgrain
grass
Fig -5: Classification graph using Horizontal and Vertical
Edge Movements
Table -4: Right and Left diagonal Edge Direction
movements are calculated after Edge sharpening for the
Texture Group TG2
Sample No. Straw B sand W Grain Grass
1 12498 11868 9925 10526
2 12042 11660 9924 10640
3 13436 11946 9892 10698
4 11551 11946 9957 10961
5 14386 11880 10218 10583
6 12010 11923 9985 10892
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 41
0
2000
4000
6000
8000
10000
12000
14000
16000
0 2 4 6 8
Texture Samples
RightandLeftDiagonalEdge
Movements
Straw
Bsand
Wgrain
Grass
Fig -6: Classification graph using Right and Left Diagonal
Edge Movements
Fig -7: Classification graph using Horizontal and Vertical
Edge Movements for Table 5
Table -5: Horizontal and Vertical Edge Direction movements are calculated after Edge sharpening for the Similar Textures
Sample No. Sand Raffia Pigskin Straw Bsand Wgrain grass Bark
1 9302 10272 9041 8238 8868 10811 10210 11864
2 9531 10140 9015 8694 9076 10812 10096 11782
3 9301 9851 9146 7300 8790 10844 10038 11724
4 9349 10211 8826 9185 8790 10779 9775 10388
5 9258 9689 8935 6350 8856 10518 10153 11389
6 9240 10094 9120 8726 8813 10751 9844 10539
Table -6: Right and Left diagonal Edge Direction movements are calculated after Edge sharpening for the similar Textures
Fig -8: Classification graph using Right and Left Diagonal
Edge Movements for Table 6
4. CONCLUSION
A clear discrimination between the textures of texture
groups is visible in the graphs. To prove the further
significance of the proposed method, nine similar textures
from the texture groups TG1, TG2 and TG3 are taken as a
case study. On these eight similar textures frequencies
Horizontal and vertical and Right and Left diagonal edge
direction movements are calculated and plotted in the graphs
shown in Fig 7 and Fig. 8. From the graphs it is evident that
horizontal and vertical movements on the opening of the
image clearly discriminate the nine textures. The present
study concludes that in the chosen nine similar textures,
horizontal and vertical movements show a significant
difference. The proposed right and left diagonal edge
direction movements fail in discriminating these eight
similar textures as shown in Fig. 8 However, the graphs in
Fig. 5, 6, and indicate the usefulness of right and left
diagonal edge direction movements which are
discriminating, in some of the similar textures. By this, the
present study concludes that 95% of the similar textures can
be discriminated by horizontal and vertical edge movements
after opening of the image.
Sample No. Sand Raffia Pigskin Straw Bsand Wgrain grass Bark
1 11434 10464 11695 12498 11868 9925 10526 8872
2 11205 10596 11721 12042 11660 9924 10640 8954
3 11435 10885 11590 13436 11946 9892 10698 9012
4 11387 10525 11910 11551 11946 9957 10961 10348
5 11478 11047 11801 14386 11880 10218 10583 9347
6 11496 10642 11616 12010 11923 9985 10892 10197
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 42
REFERENCES
[ 1 ] Bovik, A. C., Clark, M. and Geisler, W. S.
“Multichannel texture analysis using localized spatial
filters”, IEEE Trans. Patt. Anal. Mach. Intell., 12, 1, pp.
55-73, 1990.
[ 2 ] R.M. Haralick, K. Shanmugam, I. Dinstein, “Texture
features for image classification”, IEEE Transactions on
System Man Cybernat, Vol. 8, No. 6, 1973, pp. 610-
621.
[ 3 ] Haralick, R. M. “Statistical and structural approaches to
texture”, Proc. of 4th Int. Joint Conf. Pattern
Recognition, pp. 45-60, 1979.
[ 4 ] Vijaya Kumar, V., Raju, U.S.N. , Chandra Sekaran , K.
and Krishna, V. V. “ A New Method of Texture
Classification using various Wavelet Transforms based
on Primitive Patterns”, ICGST International Journal on
Graphics, Vision and Image Processing, GVIP, Vol.8,
Issue 2, pp. 21-27, 2008
[ 5 ] Jia, W., Huang, D.S., Zhang, D.: Palmprint Verification
Based on Robust Line Orientation Code. Pattern
Recognition 41(5), 1504–1513 (2008)
[ 6 ] Anys, H., He, D.C.: Evaluation of Textural and Multi
polarization Radar Features for Crop Classification.
IEEE Transactions on Geoscience and Remote Sensing
33(5), 1170–1181 (1995)
[ 7 ] Ji, Q., Engel, J., Craine, E.: Texture Analysis for
Classification of Cervix Lesions. IEEE Transactions on
Medical Imaging 19(11), 1144–1149 (2000)
[ 8 ] M. Tuceyran and A.K. Jain, “Texture analysis, in
Handbook of Pattern Recognition and Computer
Vision”, (2nd edition), World Scientific Publishing Co.,
Chapter 2.1, 1998, pp. 207-248.
[ 9 ] F. Argenti, L. Alparone, and G. Benelli, “Fast
algorithms for texture analysis using co-occurrence
matrices”, IEE Proceedings-F, Vol. 137, No. 6,
December 1990, pp. 443-448.
[ 10 ] Krishna, V. V(2005), “Classification of textures
based on distance function of linear patterns using
mathematical morphology”, Proceedings of ICEM,
conducted by JNT University, Kakinada.
[ 11 ] Vijaya Kumar, V(2007), “An Innovative Technique
of Texture Classification and Comparison Based on
Long Linear Patterns”, Journal of Computer Science,
Volume: 3 issue:08, pp.633-638
[ 12 ] Eswara Reddy, B (2007), “Texture Classification
by simple patterns on edge direction movements”,
IJCSNS, Vol.7 No.11, pp. 220-225
[ 13 ] Suresh, A.(2008), “An Innovative Technique of
Marble Texture Description Based on Granule
Components”, International Journal of Computer
Science and Network Security (IJCNS), Vol.8 No.2, pp.
122-126.
[ 14 ] Vijaya Kumar, V(2008), “A New Method of
Texture Classification using various Wavelet
Transforms based on Primitive Patterns”, ICGST
International Journal on Graphics, Vision and Image
Processing, GVIP, Vol.8, Issue 2, pp. 21-27.
[ 15 ] Vijaya Kumar,(2008), “Classification of Textures
by Avoiding Complex Patterns”, Science publications,
Journal of Computer Science.
[ 16 ] Raju, U.S.N (2008), “Texture Description using
Different Wavelet Transforms Based on Statistical
Parameters”, proceedings of the 2nd WSEAS
International Symposium on Wavelets Theory &
Applications in Applied Mathematics, Signal
Processing & Modern Science (WAV '08), Istanbul,
Turkey, pp. 174-178.
[ 17 ] Ravi babu U (2012) “ Texture Classification Based
on Texton Features”, I.J. Image, Graphics and Signal
Processing, volume:4, issue:8, pp. 36-42
BIOGRAPHIES
Gullapalli Bhargav is pursuing his masters
degree from Aditya College of Engineering,
Surampalem. His research interests include
Data Mining and Image processing.
G Ramanjaneya Raju is working as Senior
Assistant Professor in the Department of
Computer Science & Engineering, Aditya
College of Engineering, Surampalem. His
research interests include Image Processing,
Cloud Computing.
Dr. Pullela S V V S R Kumar is working as
Professor in CSE at Aditya College of
Engineering, Surampalem. He received his
Ph.D degree from Acharya Nagarjuna
University. He is having more than 15 years
of experience and published 13 research
papers in various International Journals and Conferences.
He acted as a reviewer and PC Member for various
international conferences. His research interests include
Data Mining, Pattern Recognition and Image Processing.

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Stone texture classification and discrimination by edge direction movement

  • 1. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 38 STONE TEXTURE CLASSIFICATION AND DISCRIMINATION BY EDGE DIRECTION MOVEMENT Gullapalli Bhargav1 , G Ramanjaneya Raju2 , Pullela S V V S R Kumar3 1,2,3 Department of Computer Science & Engineering, Aditya College of Engineering, Surampalem, Andhra Pradesh, India Abstract Texture discrimination is the rich field in the area pattern recognition and pattern analysis. The texture classification is the one of the major field in texture discrimination. In this paper derive an approach for texture group classification based on the direction movement. The edge movements are identified in each 3×3 window of the texture image. Based on the edge direction movements the texture images are categorized. Two texture groups used in this paper. Texture group 1 consists of Bark, Sand, Raffia and Pigskin images and Straw, Bsand, Wgrain and Grass image are treated as texture group2. In this paper, Horizontal, Vertical direction and also Right, Left Diagonal Edge direction movements are identified. Key Words: Edge Direction movements, texture classification, pattern recognition, texture group --------------------------------------------------------------------***---------------------------------------------------------------------- 1. INTRODUCTION In Image processing, Texture analysis and classification plays a major role. The major areas are stone texture classification, medical imaging, quality of stone detection, character recognition, object detection and retrieval and remote sensing. Originally, texture mainly consists of uniform and non uniform patterns. The texture classification has two major problems such as extracting the best features for texture description and selecting the best classification technique for classification with selected features. So many approaches are available in the literature for texture classification. The first and top most approach is Local Binary Pattern (LBP) approach [1, 2]. But LBP approach has some disadvantages like if the central pixel value changes at least 1, the LBP value is drastically changes. Some other approaches are Texture classification by statistical learning from morphological image processing [3], Texture classification based on random threshold vector [4], The main goal of texture classification is to classify images into homogeneous classes that have the same textural pixels [5]. Ashour et.al used Multidirectional Gabor filter to classify Engineering Machined dataset into six classes based on Principal Components Analysis (PCA) and Artificial Neural Network classifier [6]. A number of algorithms are designed for feature extraction of a texture image from the past 2 decades [7, 8]. Other approaches for texture classification are marble texture description [9], skeleton extraction of texture [10], long linear patterns using wavelets [11] wavelet transform [11, 12, 13]. And Gabor filters [14]. Study of patterns is the one of the popular approach for analysis and categorization of stone texture images. Recently, textures are classified into various categories by using various pattern methods like long linear patterns [15, 16], edge direction movements [17] preprocessed images, marble texture description [18] and Avoiding Complex Patterns [19], Textures are also illustrated and classified by using various wavelet transforms: one based on primitive patterns [20], and another one based on statistical parameters [21].Ravi et al proposed a stone texture classification method based on texture patterns [22]. From the above literature, observe that no study has attempted to classify the textures with good classification results by using edge movement pattern approach with good classification results. The present paper attempted to classify the texture images based on Edge Movement approach. The paper is organized as follows. Section 2 describes methodology for texture classification. The section 3 describes experimental results and analysis of results. The conclusions are given in section 4. 2. PROPOSED METHOD: TEXTURE DISCRIMINATION USING FREQUENCIES OF EDGE MOVEMENTS The present paper extends the concept on neighborhood and proposed a novel method of discriminating textures by using edge movement on a 3×3 window of the texture image. The edge moments of the texture image mainly consists of 4 steps. In the first step, covert the input color image into gray level buy using the HSI color model. Apply opening operation on the input image for removing the small objects from the foreground in the second step. In the third step, find the frequencies of the edge movements in each grey image. Based on the frequency occurrence of the edge movements, plot a graph for classifying the stone textures into four categories in the fourth step. The block diagram of the entire process is shown in figure1.
  • 2. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 39 Step1: Color to Grey using HSI color model: Various color models are available in the literature for image processing. Generally, the color images are represented by using RGB. Here RGB is the color components: R-Red, G-Green and B-Blue. TO achieve the better features from the color image need to convert into another model. The present paper used the HSI color model. The HSV color model also has 3 components: Hue, Saturation and Intensity. The Hue is a attribute of color which represents the dominant color component in RGB. The Saturation is an expression of the relative purity or the degree to which a pure color is diluted by white light. HSV color model describes color relationship more accurately than RGB color model.. The transformation equations for RGB to HSV color model conversion is given below. ),,max( BGRV  (1) V BGRV S ),,min(  (2) RifV S BG H    6 (3) GifV S RB H    63 1 (4) BifV S GR H    63 1 (5) OpeningColor Image HIS color model Grey level Image Opened Image Find frequencies of edge movement Plot Classification Graph Classification Fig -1: Block Diagram of the proposed method The range of color component Hue (H) is [0,255], the component saturation (S) range is [0,1] and the Value (V) range is [0,255]. In this work, the color component Hue (H) is considered as color information for the classification of texture images. Opening of the texture Image: Opening is a morphological operation that generally smooth’s the contour of an object, breaks narrow isthmuses and eliminates thin protrusions. The present study advocates a new statistical method for classification of textures on the opening of the image. Find the Edge movement direction: n edge is a property connected to an individual pixel and is figured from the picture capacity conduct in an area of that pixel. It is a vector variable with two segments, greatness and heading. The edge greatness is the size of the slope, and the edge course ø is turned regarding the inclination heading ψ by - 90 degrees. The inclination heading gives the course of most extreme development of the capacity. The edge movement is find out in each 3×3 window of the image. The pixel positions in each 3×3 window is shown in figure 2. RD1 VD1 LD1 HD1 CP HD2 LD2 VD2 RD2 Fig -2: A 3×3 window with 8-neighborhood that forms 4 directional vectors The present paper finds out the edge movements by using the following algorithm. Algorithm 1: Calculation of edge movement frequencies BEGIN Step1: Initialize FHG, FVG, FRDG and FLDG. Step2: Find HG=|HD1-HD2| and VG=|VD1-VD2| RDG=|RD1-RD2|and LDG=|LD1-LD2| Step3: Find MAX (HG, VG, RDG, LDG) and increase the corresponding frequencies. If MAX (HG, VG, RDG, LDG) is equal to HG then FVG=FVG+1; If MAX (HG, VG, RDG, LDG)is equal to VG then FHG=FHG+1; If MAX (HG, VG, RDG, LDG)is equal to RDG then FLDG=FLDG+1; If MAX (HG, VG, RDG, LDG)is equal to LDG then FRDG=FRDG+1; Step4: Repeat the steps 2 to 3 for entire image on convolution basis on a 3x3 window. Step5: G1= FHG+FVG and G2=FRDG+FLDG Step6: Plot the graph of G1 on various textures. Plot the graph of G2 on various textures. END. Based on this assumption the present study calculated the frequencies of Horizontal, Vertical, Right and Left diagonal edge direction movements, as described in the Algorithm 1. 3. RESULTS AND DISCUSSIONS To find out the effectiveness of the proposed method it is evaluated on different texture groups the group 1(TG1) consists of Bark, Sand, Raffia and Pigskin. The frequency occurrences of the Horizontal and Vertical Edge direction movement of texture group 1 is listed out table 1 and the classification graph is shown in figure 1. The frequency occurrences of the Right and Left Diagonal Edge direction movements of texture group 1 is listed out table 2 and the classification graph is shown in figure 3.
  • 3. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 40 Table -1: Horizontal and Vertical Edge direction movements are calculated after Edge sharpening for the Texture Group TG4 Sample No. Bark Sand Raffia Pigskin 1 9665 9302 10272 9041 2 9552 9531 10140 9015 3 9461 9301 9851 9146 4 9459 9349 10211 8826 5 9536 9258 9689 8935 6 9498 9240 10094 9120 8600 8800 9000 9200 9400 9600 9800 10000 10200 10400 0 2 4 6 8 Texture Samples HorizontalandVerticalEdge Movements Bark Sand Raffia Pigskin Fig -3: Classification graph using Horizontal and Vertical Edge Movements Table -2: Right and Left Diagonal Edge direction movements are calculated after Edge sharpening for the Texture Group TG1 Sample No. Bark Sand Raffia Pigskin 1 11071 11434 10464 11695 2 11184 11205 10596 11721 3 11275 11435 10885 11590 4 11277 11387 10525 11910 5 11200 11478 11047 11801 6 11238 11496 10642 11616 The proposed method is also evaluated on another texture group the group 2(TG2) consists of Straw, Bsand, Wgrain and Grass. The frequency occurrences of the Horizontal and Vertical Edge direction movement of texture group 2 is listed out in table 3 and the classification graph is shown in figure 5. The frequency occurrences of the Right and Left Diagonal Edge direction movements of texture group 2 is listed out in table 4 and the classification graph is shown in figure 6. After sharpening the edges, the edge directional movements are identified again. The frequency occurrence of edge direction movement in Horizontal and Vertical direction of two texture groups are listed out in table 5 and corresponding graph is shown in figure 7. Left and Right diagonal direction movements of two texture groups are listed out in table 6 and corresponding graph is shown in figure 10200 10400 10600 10800 11000 11200 11400 11600 11800 12000 0 2 4 6 8 Texture Samples RightandLeftDiagonalEdge Movements Bark Sand Raffia Pigskin Fig -4: Classification graph using Right and Left Diagonal Edge Movements Table -3: Horizontal and Vertical Edge direction movements are calculated after Edge sharpening for the Texture Group TG2 Sample No. Straw Bsand Wgrain grass 1 8238 8868 10811 10210 2 8694 9076 10812 10096 3 7300 8790 10844 10038 4 9185 8790 10779 9775 5 6350 8856 10518 10153 6 8726 8813 10751 9844 0 2000 4000 6000 8000 10000 12000 0 2 4 6 8 Texture Samples HorizontalandVerticalEdge Movements Straw Bsand Wgrain grass Fig -5: Classification graph using Horizontal and Vertical Edge Movements Table -4: Right and Left diagonal Edge Direction movements are calculated after Edge sharpening for the Texture Group TG2 Sample No. Straw B sand W Grain Grass 1 12498 11868 9925 10526 2 12042 11660 9924 10640 3 13436 11946 9892 10698 4 11551 11946 9957 10961 5 14386 11880 10218 10583 6 12010 11923 9985 10892
  • 4. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 41 0 2000 4000 6000 8000 10000 12000 14000 16000 0 2 4 6 8 Texture Samples RightandLeftDiagonalEdge Movements Straw Bsand Wgrain Grass Fig -6: Classification graph using Right and Left Diagonal Edge Movements Fig -7: Classification graph using Horizontal and Vertical Edge Movements for Table 5 Table -5: Horizontal and Vertical Edge Direction movements are calculated after Edge sharpening for the Similar Textures Sample No. Sand Raffia Pigskin Straw Bsand Wgrain grass Bark 1 9302 10272 9041 8238 8868 10811 10210 11864 2 9531 10140 9015 8694 9076 10812 10096 11782 3 9301 9851 9146 7300 8790 10844 10038 11724 4 9349 10211 8826 9185 8790 10779 9775 10388 5 9258 9689 8935 6350 8856 10518 10153 11389 6 9240 10094 9120 8726 8813 10751 9844 10539 Table -6: Right and Left diagonal Edge Direction movements are calculated after Edge sharpening for the similar Textures Fig -8: Classification graph using Right and Left Diagonal Edge Movements for Table 6 4. CONCLUSION A clear discrimination between the textures of texture groups is visible in the graphs. To prove the further significance of the proposed method, nine similar textures from the texture groups TG1, TG2 and TG3 are taken as a case study. On these eight similar textures frequencies Horizontal and vertical and Right and Left diagonal edge direction movements are calculated and plotted in the graphs shown in Fig 7 and Fig. 8. From the graphs it is evident that horizontal and vertical movements on the opening of the image clearly discriminate the nine textures. The present study concludes that in the chosen nine similar textures, horizontal and vertical movements show a significant difference. The proposed right and left diagonal edge direction movements fail in discriminating these eight similar textures as shown in Fig. 8 However, the graphs in Fig. 5, 6, and indicate the usefulness of right and left diagonal edge direction movements which are discriminating, in some of the similar textures. By this, the present study concludes that 95% of the similar textures can be discriminated by horizontal and vertical edge movements after opening of the image. Sample No. Sand Raffia Pigskin Straw Bsand Wgrain grass Bark 1 11434 10464 11695 12498 11868 9925 10526 8872 2 11205 10596 11721 12042 11660 9924 10640 8954 3 11435 10885 11590 13436 11946 9892 10698 9012 4 11387 10525 11910 11551 11946 9957 10961 10348 5 11478 11047 11801 14386 11880 10218 10583 9347 6 11496 10642 11616 12010 11923 9985 10892 10197
  • 5. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 04 Issue: 12 | Dec-2015, Available @ http://www.ijret.org 42 REFERENCES [ 1 ] Bovik, A. C., Clark, M. and Geisler, W. S. “Multichannel texture analysis using localized spatial filters”, IEEE Trans. Patt. Anal. Mach. Intell., 12, 1, pp. 55-73, 1990. [ 2 ] R.M. Haralick, K. Shanmugam, I. Dinstein, “Texture features for image classification”, IEEE Transactions on System Man Cybernat, Vol. 8, No. 6, 1973, pp. 610- 621. [ 3 ] Haralick, R. M. “Statistical and structural approaches to texture”, Proc. of 4th Int. Joint Conf. Pattern Recognition, pp. 45-60, 1979. [ 4 ] Vijaya Kumar, V., Raju, U.S.N. , Chandra Sekaran , K. and Krishna, V. V. “ A New Method of Texture Classification using various Wavelet Transforms based on Primitive Patterns”, ICGST International Journal on Graphics, Vision and Image Processing, GVIP, Vol.8, Issue 2, pp. 21-27, 2008 [ 5 ] Jia, W., Huang, D.S., Zhang, D.: Palmprint Verification Based on Robust Line Orientation Code. Pattern Recognition 41(5), 1504–1513 (2008) [ 6 ] Anys, H., He, D.C.: Evaluation of Textural and Multi polarization Radar Features for Crop Classification. IEEE Transactions on Geoscience and Remote Sensing 33(5), 1170–1181 (1995) [ 7 ] Ji, Q., Engel, J., Craine, E.: Texture Analysis for Classification of Cervix Lesions. IEEE Transactions on Medical Imaging 19(11), 1144–1149 (2000) [ 8 ] M. Tuceyran and A.K. Jain, “Texture analysis, in Handbook of Pattern Recognition and Computer Vision”, (2nd edition), World Scientific Publishing Co., Chapter 2.1, 1998, pp. 207-248. [ 9 ] F. Argenti, L. Alparone, and G. Benelli, “Fast algorithms for texture analysis using co-occurrence matrices”, IEE Proceedings-F, Vol. 137, No. 6, December 1990, pp. 443-448. [ 10 ] Krishna, V. V(2005), “Classification of textures based on distance function of linear patterns using mathematical morphology”, Proceedings of ICEM, conducted by JNT University, Kakinada. [ 11 ] Vijaya Kumar, V(2007), “An Innovative Technique of Texture Classification and Comparison Based on Long Linear Patterns”, Journal of Computer Science, Volume: 3 issue:08, pp.633-638 [ 12 ] Eswara Reddy, B (2007), “Texture Classification by simple patterns on edge direction movements”, IJCSNS, Vol.7 No.11, pp. 220-225 [ 13 ] Suresh, A.(2008), “An Innovative Technique of Marble Texture Description Based on Granule Components”, International Journal of Computer Science and Network Security (IJCNS), Vol.8 No.2, pp. 122-126. [ 14 ] Vijaya Kumar, V(2008), “A New Method of Texture Classification using various Wavelet Transforms based on Primitive Patterns”, ICGST International Journal on Graphics, Vision and Image Processing, GVIP, Vol.8, Issue 2, pp. 21-27. [ 15 ] Vijaya Kumar,(2008), “Classification of Textures by Avoiding Complex Patterns”, Science publications, Journal of Computer Science. [ 16 ] Raju, U.S.N (2008), “Texture Description using Different Wavelet Transforms Based on Statistical Parameters”, proceedings of the 2nd WSEAS International Symposium on Wavelets Theory & Applications in Applied Mathematics, Signal Processing & Modern Science (WAV '08), Istanbul, Turkey, pp. 174-178. [ 17 ] Ravi babu U (2012) “ Texture Classification Based on Texton Features”, I.J. Image, Graphics and Signal Processing, volume:4, issue:8, pp. 36-42 BIOGRAPHIES Gullapalli Bhargav is pursuing his masters degree from Aditya College of Engineering, Surampalem. His research interests include Data Mining and Image processing. G Ramanjaneya Raju is working as Senior Assistant Professor in the Department of Computer Science & Engineering, Aditya College of Engineering, Surampalem. His research interests include Image Processing, Cloud Computing. Dr. Pullela S V V S R Kumar is working as Professor in CSE at Aditya College of Engineering, Surampalem. He received his Ph.D degree from Acharya Nagarjuna University. He is having more than 15 years of experience and published 13 research papers in various International Journals and Conferences. He acted as a reviewer and PC Member for various international conferences. His research interests include Data Mining, Pattern Recognition and Image Processing.