International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395 -0056
Volume: 04 Issue: 04 | Apr -2017 www.irjet.net p-ISSN: 2395-0072
© 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 463
Lossless Optimal Compression of Medical Data Using Adaptive Golomb
Rice Encoding
Sailendra Kumar Verma
1
, Sandeep Kumar
2
, Pranav Tripathi
3
1,2,3
UG Scholar
Department of CSE, GCET, Gr. Noida, Uttar Pradesh, India
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Abstract - Image compression is a widely used to reduces
the storage and communication overhead during the
transmission of the files but there is always risk of information
loss in this process. Lossless compression is an approach to
achieve the significant compression ratio without losing any
information about the file. Which encourages the Remote
Medical Monitoring system, it is an application of
telemedicine, in which we provide the digital medical support
easily to the disaster areas using compressed data
transmission. Compression is the process of reducing the
elements of the data which does not affect the necessary
properties of the data. In this paper we are proposing the
modifications in the lossy techniques to achieve the lossless
compression. The technique uses the blocks of optimal size to
prevent data lose with lower increment in computation.
IntDCT is used to get frequency information and to perform
quantization. Modified Golomb-Rice code are used for further
encoding the coefficients of the data.
Key Words : Lossless Image Compression, Golomb-Rice
Code, Discrete Cosine Transform, Quantization, Color-space
Conversion.
1. INTRODUCTION
Image Compression can be used as an efficient approach in
Remote medical monitoring (RMM) system based primary
health care (PHC) system which is an application of the
telemedicine. PHC provides the fast medical support in
disaster areas where physical medical support cannot be
easily provided. PHC optimally compresses the large medical
data of patients and send it to the care centres. Doctors at
the care centres , will analyze and send correct prescription
back to the PHC through the fast transmission medias like
WANET.
We can perform lossless compression of the data in the text
format .In this paper we proposed the technique to perform
the lossless compression of the data which is in the image
format. Various techniques are present which can perform
the lossless compression of images but sometimes in medical
process we cannot afford the loss of information in the
medical data of patients. In the proposed technique we will
first get the luminance and chrominance attributes of the
image separately to do so we are performing color-space
conversion of the image from RGB to YCbCr. Because human
eyes are more sensitive to the luminance factor so we can
perform the down sampling of the chrominance attributes.
After this we take matrix of 4 × 4 and perform all the
operations on these blocks of the image. First we use IntDCT
to convert the images in to frequency domains in this
process we use a standard matrix to find the pixels
frequency values. Next, we perform quantization the real
compression is performed here because most of the less
effectives coefficients become zero in this process. We
separate both AC and DC coefficients and use zig - zag and
differential encoding respectively further these coefficients
are encoded using the modified Golomb-Rice codes. The
reverse process is performed at the receiver ends to get the
information from the compressed data to get the actual data.
The complete procedure followed for compression is shown
in Figure 1.
Fig - 1: Image Compression Process
2. Proposed Medical Data Compression
Technique
JPEG (Joint Photographic Experts Group) compression is the
most popular compression technique for images. In lossy
JPEG compression, pixels are first transformed using discrete
cosine transform (DCT), then quantized using quantization
tables, and finally encoded using Huffman coding. In the
proposed technique we perform modification in size of block
element and use the Golomb-Rice codes for encoding to get
the lossless compression.