Abstract

The two-dimensional transfer functions (TFs) designed based on intensity-gradient magnitude (IGM) histogram are effective tools for the visualization and exploration of 3D volume data. However, traditional design methods usually depend on multiple times of trial-and-error. We propose a novel method for the automatic generation of transfer functions by performing the affinity propagation (AP) clustering algorithm on the IGM histogram. Compared with previous clustering algorithms that were employed in volume visualization, the AP clustering algorithm has much faster convergence speed and can achieve more accurate clustering results. In order to obtain meaningful clustering results, we introduce two similarity measurements: IGM similarity and spatial similarity. These two similarity measurements can effectively bring the voxels of the same tissue together and differentiate the voxels of different tissues so that the generated TFs can assign different optical properties to different tissues. Before performing the clustering algorithm on the IGM histogram, we propose to remove noisy voxels based on the spatial information of voxels. Our method does not require users to input the number of clusters, and the classification and visualization process is automatic and efficient. Experiments on various datasets demonstrate the effectiveness of the proposed method.

Highlights

  • Direct volume rendering [1] has been widely used in many fields, for the visualization of medical data with a variety of modalities such as CT, MRI, and ultrasound

  • We propose a novel method for the automatic generation of transfer functions by performing the affinity propagation (AP) clustering algorithm on the intensity-gradient magnitude (IGM) histogram

  • Before performing the clustering algorithm on the IGM histogram, we propose to remove noisy voxels based on the spatial information of voxels

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Summary

Introduction

Direct volume rendering [1] has been widely used in many fields, for the visualization of medical data with a variety of modalities such as CT, MRI, and ultrasound. It projects three-dimensional (3D) volumetric data to a two-dimensional (2D) screen to facilitate observation and exploration. Designing effective TFs is a must for useful visualization of volumetric medical data, especially for clinical diagnosis and treatment It remains a challenging task for radiologists and physicians, as it usually requires them to acquire technical knowledge on rendering techniques. The complicated interactions in traditional direct volume rendering systems prohibit their application in clinical practice In this regard, developing automatic methods for TFs generation is important for medical data visualization

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