DCT based Steganographic Evaluation parameter analysis in Frequency domain by using modified JPEG luminance Quantization Table

IOSR Journal of Computer Engineering (IOSR-JCE)
e-ISSN: 2278-0661,p-ISSN: 2278-8727, Volume 17, Issue 1, Ver. V (Jan – Feb. 2015), PP 68-74
www.iosrjournals.org
DOI: 10.9790/0661-17156874 www.iosrjournals.org 68 | Page
DCT based Steganographic Evaluation parameter analysis in
Frequency domain by using modified JPEG luminance
Quantization Table
Sourish Mitra1
, Moloy Dhar2
, Ankur Mondal3
, Nirupam Saha4
, Rafiqul Islam5
1
(Department of Computer Science & Engineering, Gurunanak Institute of Technology, India)
2
3
4
5
Abstract : Steganography is the process of hiding one file inside another such that others can neither identify
the meaning of the embedded object, nor even recognize its existence. In this paper we want to increase the
capacity and performance of DCT based steganography by using modified JPEG quantization table embedding
technique in frequency domain. Our experimental results show that the proposed method will provide a better
result in terms of some evaluation criteria named Peak Signal to noise ratio, square of error between cover &
stego image, maximum no of bits that can be embedded in a cover image with a negligible probability of
detection by an adversary of steganography system. Our proposed method shows that after modification of
frequency values in default JPEG quantization table we can be able to increase the image quality by increasing
the value of Peak signal to noise ratio, capacity and also by decreasing mean square error of embedded image.
So that’s why when we try to extract hidden data from stego image in receiving end we just get almost exact
hidden data with less error possibilities. In our proposed method we first create modified default (8x8)
quantization table from default 8X8 traditional JPEG quantization table and then by using the table we can also
try to modify embedding as well as extracting algorithm in frequency domain steganography. It has been found
that capacity which is the amount of information embedding in color images increases as the number of
modified quantized DCT coefficients increases. So more data can be embedded in this innovative approach.
Keywords: DCT coefficient, frequency domain, mean square error, peak signal to noise ratio, Quantization
table
I. Introduction
Steganography is derived from the Greek word steganographic which means cover writing. It is the
science of embedding information into cover objects such as images that will escape detection and retrieved
with minimum distortion at the destination. Steganography is the art of concealing information in ways that
prevent the detection of hidden messages. Steganography includes an array of secret communication methods
that hide the message from being seen or discovered. Three different aspects in information-hiding systems
contend with each other: capacity, security, and robustness. If a message is encrypted and hidden with a
Steganographic method it provides an additional layer of protection and reduces the chance of the hidden
message being detected. The resultant image object obtained after embedding information into the cover image
is called as stego object .But two most important aspects how much data is hidden in cover image and what is
the quality of stego image. Diagram of the image based steganography is given below. Steganography data
hiding methods are mainly in three types.(a) LSB, (b)masking and filtering and (c) transform technique. In the
LSB approach, the basic idea is to replace the Least Significant Bits (LSB) of the cover image with the Most
Significant Bits (MSB) of the image to be hidden without destroying the statistical property of the cover image
significantly. In the transform based method, the spatial domain is transformed to frequency domain using DCT.
Data hiding methods for images can be categorized into two categories. They are spatial-domain methods and
frequency-domain ones. In the spatial domain [1,2], the secret messages are embedded in the image pixels
directly. In the frequency-domain [2, 3], however, the secret image is first transformed to frequency-domain,
and then the messages are embedded in the transformed coefficients. Discrete cosine transformer (DCT) is a
widely used tool for frequency transformation. There is a JPEG hiding-tool called Jpeg–Jsteg [4]. The main
drawback of Jpeg–Jsteg is less message capacity. This is because, after the DCT transformation and quantization
of JPEG, the coefficients are almost all zero and cannot hide messages [5]. In our proposed method we just try
to increase the capacity using modified quantization table.

DCT based Steganographic Evaluation parameter analysis in Frequency domain by using …
II. Methodology
Before discussion of our proposed work we need to highlight the concept of algorithm used for data
hiding i.e. Least Significant Bit insertion, working procedure of DCT and how quantization table works for
JPEG images.
2.1 Improve the embedding capacity of stego image by modifying JPEG Quantization table.
To improve the quality of stego image and hiding capacity quantization table is used. It is found that
quantization table provides DC coefficients that are used in image compression. So by using these tables gives
more secrete data to be hidden. The default quantization table (8x8) depending upon two components named
luminance and chrominance of image. But generally luminance property is change because minor change in this
component is not visible in normal eyes. Default quantization table for luminance is shown in table 1.
Data hiding techniques in JPEG system, it is possible to control the image quality and compression
ratio by controlling values in quantization table. Therefore, it is useful to find a quantization table with better
image quality than obtained by the JPEG default tables. This implementation has to be done in our proposed
work.
2.2 Spatial to Frequency domain transformation using Discrete Cosine transform (DCT).
The DCT is used in JPEG image compression and secure data hiding. There, the two-dimensional DCT
of N×N blocks is computed and the results are quantized and hiding technique is applied. In this case, N is
typically 8 and the DCT-II formula is applied to each row and column of the block. The result is an 8 × 8
transform coefficient array in which the (0,0) element (top-left) is the DC (zero-frequency) component and
entries with increasing vertical and horizontal index values represent higher vertical and horizontal spatial
frequencies.
2.3 Embedding with Least Significant Bit (LSB) technique.
The procedure for such technique is to convert the desired hidden message into binary form and then
encrypt each digit into a least significant bit of the cover image. For example, 10110110 is an 8-bit binary

number. The rightmost bit „0‟ is called the LSB because changing it has the least effect on the value of the
number. The idea is that the LSB of every byte can be replaced with little change to the overall file.
III. Our Proposed Work
3.1 Evaluation parameter indicates the performance of image quality
There are mainly three types of evaluation parameters through which we can be able to measure the
quality of any image. In our proposed mechanism we use Modified default (8x8) quantization table in frequency
domain steganography instead of Default (8x8) quantization table. In our proposed work we can evaluate the
performance of image quality on the basis of following parameters.
3.1.1 Parameter-1: Square of error between cover & stego image.
This error indicates the distortion in an image.
[Pc indicates value of pixel in cover image; Ps indicates value of pixel in stego image. Size of image = (Size of
cover image (M)) X (size of stego image (N))]
3.1.2 Parameter-2: Peak Signal to noise ratio
The PSNR is most commonly used as a measure of quality of reconstruction of lossy image compression the
signal in this case is the original data, and the noise is the error introduced by compression.
db
3.1.3 Parameter-3: Capacity of stego image.
Maximum no of bits that can be embedded in a cover image with a negligible probability of detection by an
adversary. This is called capacity which is as the size of the hidden message relative to the size of stego image.
It is represented by bits per pixel and in terms of percentage.
3.2Formation of our proposed modified default quantization table in frequency domain
Our proposed quantization table has some modification applied on default (8X8) quantization table. So
by changing the values that is present in default quantization table, quality and other parameters of images are
controlled. For that process the quantization table was partitioned into four bands by frequency. Subsequently,
each value in each band was changed and then the quality of image was examined. As a result, it was found that
the DC coefficient has an important effect on the image quality while the higher frequency coefficients have
only a secondary importance. [Here n is the frequency value in default 8X8 quantized table]
3.2.1 Steps to create modified quantization table:
Step-1: The quantization table was partitioned into four bands by frequency.
Step-2: Calculate the value of a.[ a=(Total no of column/2), for 8X8 table a=8/2=4]
Step-3: From 4th
cell, the value of frequency is set into 1 till end in 8X8 table.
Step-4: The set of 4 consecutive 1 in row 1 is shifted left and placed in row 2.
Step-5: Step 4 is evaluated continuously for each new row till there is no place for shifting means up to 5th
row.
Step-6: In 6th
, 7th
and 8th
row are filled with frequency 1 from left to right in decreasing order.
Step-7: If the frequency value i.e. „n‟ of each cell in default quantization table is even no then the value n/2 is
placed on same cell in proposed modified quantization table otherwise the value (n+1)/2 is placed.

3.3 Conversion of Default (8x8) quantization table into Modified default (8x8) quantization table in
frequency domain steganography.
By executing above sequential steps in section (b) we will propose a generalize table already stated in Table-2.
After placing the numeric value of default table of Table -3 on that generalized table we get the modified table
i.e. Table-4.
Table 3. Default JPEG quantization table Table 4. Modified JPEG quantization table
3.4 Embedding algorithm applied to embed hidden data onto cover image at sending end.

3.5 Extracting algorithm applied to get hidden data from Stego image at receiving end.
IV. Experimental Results
Results depending upon values of evaluating parameters
Image1.jpeg Image2.jpeg Image.jpeg

4.1 Peak to Noise ratio calculation for both quantization tables for each sample picture.
SL. Image name Default
Quantization
Proposed
Quantization
PSNR(db) PSNR(db)
1. Image1.jpeg 52.9231 db 59.833 db
2. Image2.jpeg 61.877 db 73.395 db
3. Image3.jpeg 39.391 db 44.7742 db
[DQ= default quantization, PQ = Proposed
quantization]
Default quantization PSNR vs. modified
quantization PSNR
In case of both picture the value of proposed quantization is increased than default quantization. It indicates that
(PSNR of proposed quantization table > PSNR of default quantization table). So image quality has been
improved.
4.2 Mean square error calculation for both quantization tables for each sample picture.
SL. Image name Default
Quantization
Proposed
Quantization
Mean square
error
Mean square
error
1. Image1.jpeg 5.2732 3.8854
2. Image2.jpeg 3.3974 2.8219
3. Image3.jpeg 1.1734 0.4765
[DQ= default quantization, PQ = Proposed
quantization]
Figure 2: Default quantization mean square error vs.
modified quantization mean square error
In case of both picture the value of proposed quantization is decreased than default quantization. It indicates that
(Mean square error of proposed quantization table < Mean square error of default quantization table). So image
quality has been improved.
4.3Capacity calculation for both quantization tables for each sample picture.
S
L
.
Image name Default
Quantization
Proposed
Quantization
Capacity(bits) Capacity
(bits)
1. Image1.jpeg 7832 10569
2. Image2.jpeg 11563 17439
3. Image3.jpeg 9455 12347
[DQ= default quantization, PQ = Proposed quantization]
Figure 3: Default quantization capacity vs. modified
quantization capacity
0
20
40
60
80
image-1 image-2 image-3
DQ
PQ
0
20
40
60
80
DQ
PQ
0
5000
10000
15000
20000
DQ
PQ

In case of both picture the value of proposed quantization is increased than default quantization. It indicates that
(Capacity of proposed quantization table > Capacity of default quantization table). So image quality has been
improved.
V. Conclusion
In this paper we are very much focused about improvement of Stego image quality by using luminance
oriented modified JPEG quantization table in frequency domain approach. Similar to this image hiding
limitation in LSB is overcome with LSB is associated to DCT. The stego images are obtained after hiding secret
image and different parameters of stego image are calculated. In this paper we just calculate different evaluation
parameters like Peak to noise ratio, Mean square error and hiding capacity of the cover image by using both
quantization table (one is default 8X8 quantization table and another is our proposed modified table).According
to the experimental results of our approach we can be able to increase image quality by decreasing mean square
error values in frequency domain and also increasing by the capacity as well as PSNR of stego image. In our
modified quantization table limits the maximum difference of Pixel value between cover and stego, so in near
future also possible to maximize secret data hiding approach.
References
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[9]. Parmanand Dewangan, Umashanker Dewangan, Monisha Sharma, Swagota Bera, “Image hiding in frequency domain,” National
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DCT based Steganographic Evaluation parameter analysis in Frequency domain by using modified JPEG luminance Quantization Table

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DCT based Steganographic Evaluation parameter analysis in Frequency domain by using modified JPEG luminance Quantization Table