I. INTRODUCTION
Accurate diagnosis in medical procedures has become widely attainable by the advent of the different medical imaging modalities. Among those, Magnetic resonance imaging (MRI) is a noninvasive, flexible imaging tool and does not require ionizing radiation like x-rays. It reveals information about human soft tissue anatomy that is not externally visible. Besides all these good properties, MRI also suffers from two main obstacles: Noises and Intensity Inhomogeneity. Intensity Inhomogeneity [1] is also known as intensity non-uniformity (or INU artifact), manifests as a spatially slowly varying function, that makes pixels belonging to the same tissue be observed having different intensities due to the failure of RF coil. Noise can be introduced by acquisition and transmission errors. Medical image segmentation is a very important issue in medical imaging because of these obstacles. In order to produce a correct segmentation of normal tissues such as, WM, GM and CSF, the Noise and INU artifact needs to be modeled and compensated. Several approaches have been used for MR images in order to segment tissues in human brain. Dzung L. Pham et al. [2] develops algorithm that is formulated by modifying the objective function in the Fuzzy C Means algorithm to include a multiplier field. But in the presence of extreme noise it may perform poorly. Ardizzone et al. [3] employ the FCM segmentation of MRI by using Gullied filter for pre-processing to remove inhomogeneity in the images. Bianrgi, P. M. et al [4] proposed an MRI segmentation using neural network based FCM clustering algorithm. The method applied on one channel MR data, however, whereas MR images are multi-spectral and provides additional information; due to noise and inhomogeneity this algorithm fails to work. Wang et al. [5] proposed that the Modified Fuzzy C-Means (MFCM) algorithm. It changes original FCM by using both local and nonlocal information, and a dissimilarity index was used instead of the usual distance metric. K. Sikka et al. [6] develops a fully automated algorithm for Modified FCM framework. The FCM based techniques in [7] employ Gaussian smoothing to produce a more homogeneous and low-noise subject to work with. This approach is, however, limited by the equal feature weights of the standard FCM. Neelum Noreen et al. [8] proposed MRI segmentation through wavelet and Fuzzy c means to remove inhomogeneity but it does not enhance edge detail. Iraky khalifa et al. [9] proposed Fuzzy C Means (FCM) Clustering by using wavelet Decomposition for feature extraction and feature vector treat as input to FCM. This gives better segmentation than Fuzzy C Means. Anil A Patil et al, [10] proposed Image denoising using curvelet transform with Bayes Shrink Soft Thresholding to improve smoothness and edge preservation. Priti Naik et al. [11] develops denoising method using curvelet transform with two thresholding methods such as, hard thresholding and partial reconstruction. Hence this concludes that, curvelet transform based on wrapping using hard thresholding provides faster and better way to denoise the noisy image. Mary Sugantharathnam et al. [12] develops Curvelet Denoising in various Imaging Modalities using Different Shrinkage Rules. The result proves that Hard thresholding of curvelet coefficients using Wrapping are efficient in the removal of different noises in biomedical images.