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Identification of square-exponential FIR-filter parameters in the absence of a test image

机译:在没有测试图像的情况下识别方幂灭过滤参数的识别

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This paper considers FIR-filter creation technology with the use of a frequency response from the parametrical class of radial-symmetric functions. It is necessary to use the filters with the frequency response when correcting defocusing and blur distortions. This paper takes the model of a one-dimensional frequency response constructed from pieces of square and exponential functions. For points where the square and exponential functions are equal, the restriction of radial symmetry is imposed. The two-dimensional impulse response is formed by sampling the continuous one-dimensional impulse responses for all possible directions. This paper offers a new criterion for filter parameter identification, which doesn't require comparison of the processed and test images. Examples, illustrating the ability of high-degree distortion correction, are given.
机译:本文考虑了使用频率响应从径向对称函数的频率响应的漏过滤器创建技术。在校正散焦和模糊扭曲时,有必要使用频率响应。本文采用由方形和指数函数构造的一维频率响应的模型。对于广场和指数函数相等的点,施加径向对称性的限制。通过对所有可能的方向采样连续的一维脉冲响应来形成二维脉冲响应。本文为过滤器参数识别提供了新的判据,这不需要比较处理和测试图像。示例,示出了高度失真校正的能力。

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