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Smoothing Rate Data by Repetitive Integration and Differentiation Using Pade Approximants of Linear NOLOR Functions

机译:利用线性NOLOR函数的pade逼近重复积分和微分的平滑率数据

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Repetitive integration and differentiation of slab diffusion rate data allows the estimation of diffusion parameters from smoothed values of the rate (R), the normal of the logarithm of the rate (NOLOR, B), and the NOLOR prime (B') at each data point. However, the estimates for the first few and the last few points may be biased. (ERA citation 13:005358)

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