Enhanced Disease Detection through Image Fusion in Solanum Tuberosum L.
An Improved Technique for Enhancement of Satellite Image
Magnetic Resonance and Computer Tomography Image Fusion using Novel Weight Maps Obtained by using Median and Guided Filters
Thresholding Techniques in Computer Vision Applications
Advancement in Brain Tumour Detection using Deep Learning Technique
Identification of Volcano Hotspots by using Resilient Back Propagation (RBP) Algorithm Via Satellite Images
Data Hiding in Encrypted Compressed Videos for Privacy Information Protection
Improved Video Watermarking using Discrete Cosine Transform
Contrast Enhancement based Brain Tumour MRI Image Segmentation and Detection with Low Power Consumption
Denoising of Images by Wavelets and Contourlets using Bi-Shrink Filter
Level Set Methods (LSMs) offer many advantages comparing with traditional snake models, among others, it has the ability to automatically handle topological changes. Nevertheless, they are computationally expensive. Today's solution to this problem is the implementation using massively parallel devices such as Graphics Processing Unit (GPU), while the development of the AMD's Heterogeneous System Architecture (HSA) systems will definitively provide future effective solutions. However, for the LSM to be suitable to parallel architectures, the curve evolution should be local and almost all the LSMs use regional statistics in order to be effective. Those whouse fully local statistics suffer from a lack of accuracy in detecting boundaries without well-defined edges. In this work, we design a novel hardware-oriented LSM, adequate to future HSA systems and today's hybrid platforms. The non-local step is done by the CPU, while the fully local curve evolution is executed in the GPU. Compared with state-of-the-art methods, this method presents better results both in terms of effectiveness and efficiency. Furthermore, it allows the detection of multiclass boundaries by using only one Level Set Function (LSF) whatever the number of classes n , while the most effective multiphase LSMs would use log n LSF. 2 Intensive experiments demonstrate the high performance of the proposed framework.
Telemedicine aims at providing a reliable and quality health care for continuous diagnosis and to provide patients care and treatment at an affordable cost. Compression is a process used to reduce the physical size of the information, resulting in minimum space usage. The time taken for transmission and bandwidth on the network are reduced. Compression of medical images is an area and process that ensures the dividend of telemedicine. This study takes in- depth look into the development and enhancement of the work done by other authors, and therefore focuses on a baseline image for compressing medical images. The study adopted a digital image processing approach with appropriate encoding algorithm, designated one of these images as a baseline image, computes the difference between the baseline image and the other images, and then lossless compress them. The results of the findings show that lossless compression technique with compression rate greater than 4.0, provides better compression accuracy compared to a compression rate less than 4.0.
The filtering of images is an important task in the research area of image processing. The diffusion equations are frequently used in image processing to solve the problem of staircase effect introduced by the second order diffusion equations. Different equations dissemination of fourth order is proposed to improve the filtering performance. However, the diffusion equations of order four suffer from the problems of on-smoothing of the staircase effect and a very slow convergence towards the solution. In this paper, a hybrid equation that uses a convex combination to associate the second-order equation of Wang in the equation of the fourth-order Lysaker is proposed to reap the benefits of two equations combined for restoring noisy images. In this hybrid equation, a diffusion coefficient which uses the Z-shaped fuzzy logic membership function is proposed to limit the diffusion of strong gradients produced by the equation of the second order Wang et al for better preserve the contours of the image. The experimental results illustrate the effectiveness of the proposed model in image restoration.
Brain tumor identification is difficult task in the early stage of life. But now it has been improved with various machine learning algorithms. Now-a-days issue of brain tumor automatic identification is of great curious. In Order to discover the brain tumor of a patient, the data like MRI images of a patient's brain is used. Here our problem is to identify whether tumor is present or not in patients brain. It is very important to detect the tumors at starting level for a healthy life of patient. There are many literatures on discovering these kinds of brain tumors and improving the detection accuracies. In this paper, we estimate the brain tumor seriousness using Convolutional Neural Network(CNN) algorithm, which gives us accurate results.
This paper is a development of an algorithm to classify the spinal cord tumor in MRI images based on medical image processing. Most of researches involve deep learning algorithms to solve classification problem and is approached to detect tumor. From these considerations, approach of SVM for spinal cord tumor classification has been proposed. The method is improving the accuracy, sensitivity, specificity for the given spinal cord image. In pre-processing method, the spinal cord image is denoised using NLM filter, After image is denoised, Convolutional Neural Network(CNN) has been applied to extract the features from the segmented spinal cord image, which is obtained the texture details and used to identified the matched image. Support Vector Machine (SVM) is used for image classification. Finally, our proposed system is applied with a total of 500 images, including four kinds of spinal cord tumor images and our research experiment provides maximum value of the average accuracy, sensitivity, specificity are 98.1 (Astrocytomas), 98.9 (Astrocytomas), 97.17 (Hemangioblastomas) respectively. Minimum values of the accuracy, sensitivity, specificity are 93.8 (Ependymomas), 95.9 (Hemangioblastomas), 95.04 (Meningiomas) respectively.