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Image fusion technique using fuzzy sets

机译:使用模糊集的图像融合技术

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摘要

Image fusion techniques are being developed in order to generate an image which is superior to all the input images obtained by using various methods, from certainty and/or resolution points of view. These techniques have numerous applications in image processing, in general, and in biomedical imaging, in particular, where, for the same object various imaging systems produce images that have different characteristics. Fuzzy set theory can be fruitfully used for image fusion since the relation itself between tissues and pixel values is fuzzy by nature and the uncertainty associated with each imaging system can be handled easily; at the same time, the theory provides a large variety of operators for combining the available fuzzy information and is well adapted to image processing [1]. In this paper a new method for multi-modality image fusion is proposed, based on the fuzzy set theory. The relation between tissues and pixel values as well as the uncertainty resulted from noise and systematic measurement errors are defined by using appropriate fuzzy sets. The method presented is based on the computation of the possibility measures of one of these fuzzy sets with respect to the other for each tissue and each image uncertainty. The corresponding values are then processed to produce the final image instead of dealing from the beginning with similar fuzzy membership functions for all the imaging systems. A simulation is also presented to show the suitability and the performance of the method.
机译:从确定性和/或分辨率的观点来看,正在开发图像融合技术以便生成优于通过使用各种方法获得的所有输入图像的图像。通常,这些技术在图像处理中尤其在生物医学成像中具有许多应用,其中,对于同一物体,各种成像系统产生具有不同特性的图像。模糊集理论可以有效地用于图像融合,因为组织和像素值之间的关系本身就本质上是模糊的,并且可以轻松处理与每个成像系统相关的不确定性。同时,该理论为组合可用的模糊信息提供了多种运算符,非常适合图像处理[1]。本文提出了一种基于模糊集理论的多模态图像融合新方法。通过使用适当的模糊集定义组织与像素值之间的关系以及由噪声和系统测量误差导致的不确定性。所提出的方法是基于针对每个组织和每个图像不确定性计算这些模糊集相对于另一个的模糊集的可能性测度。然后处理相应的值以生成最终图像,而不是从一开始就为所有成像系统处理类似的模糊隶属度函数。还进行了仿真,以显示该方法的适用性和性能。

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