The template optimization of discrete time CNN for image compression and reconstruction

N. Takahashi, T. Otake, Mamoru Tanaka
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引用次数: 6

Abstract

Describes the A and B templates optimization of discrete time cellular neural network (CNN) for image compression and reconstruction. It is a very significant characteristic of CNN that nonlinear function and A template initiate some dynamics. Also, optimized B template contributes to the initial condition of some dynamics. This paper describes effectiveness by not only each A and B template but also the combination of A (dynamics) and B (filter) templates. It is a very significant point for CNN that the target issue is solved not by B template (filter) but by A template (dynamics) of CNN. The discrete time CNN with nonlinear quantization function proposed can encode (compress) images to small compressed code and can decode (reconstruct) its code to high quality lossy image. It is very important that the discrete time CNN state variable image which is determined dynamically based on the minimization of the discrete time CNN Lyapunov energy function to generate an optimized interpolative predict function is a lossy interpolative DPCM image between the original input and the interpolation predict functions.
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离散时间CNN图像压缩重构模板优化
描述了离散时间细胞神经网络(CNN)用于图像压缩和重建的A和B模板优化。非线性函数和a模板引发一些动态是CNN的一个重要特征。此外,优化后的B模板还有助于实现某些动力学的初始条件。本文不仅描述了每个A和B模板的有效性,而且还描述了A(动态)和B(过滤)模板的组合的有效性。对于CNN来说,目标问题不是通过B模板(滤波器)而是通过CNN的a模板(动态)来解决的,这一点非常重要。所提出的带有非线性量化函数的离散时间CNN可以将图像编码(压缩)为较小的压缩码,并可以将其解码(重构)为高质量的有损图像。基于最小化离散时间CNN Lyapunov能量函数生成优化的插值预测函数而动态确定的离散时间CNN状态变量图像是位于原始输入和插值预测函数之间的有损插值DPCM图像,这一点非常重要。
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