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1)  interpolative reasoning
插值推理
1.
A linear interpolative reasoning approach under multidimensional fuzzy sparse rules;
多重模糊稀疏规则库下的线性插值推理方法
2.
Interpolative reasoning is type of important reasoning approaches under sparse rules.
插值推理是稀疏规则条件下的一类重要的推理方法,单变量的情况已有较多研究,但针对多变量情况的研究还不多,仅有的几种插值方法,存在着难以保证推理结果的凸性和正规性等问题。
2)  interpolation reasoning
插值推理
1.
Techniques for interpolation reasoning based on intuitional fuzzy logic;
基于直觉模糊逻辑的插值推理方法
3)  fuzzy interpolation reasoning
模糊插值推理
1.
Fuzzy reasoning method is naturally equal to some interpolative method,when rule base is sparse,we can not get any reasoning result by traditional CRI method for an observation is in the gap between two neighboring antecedents,so fuzzy interpolation reasoning was born.
模糊推理本质上就是某种插值方法,但在稀疏规则库的条件下,当输入的事实落入规则"空隙"时,采用传统的CRI方法是得不到任何推理结果的,从而诞生了模糊插值推理
4)  linear interpolative reasoning method
线性插值推理
1.
To tackle this problem, Kóczy and Hirota have proposed a linear interpolative reasoning method.
针对这个问题,Kóczy和Hirota提出了一种线性插值推理方法。
5)  Interpolative reasoning method
插值推理方法
6)  extrapolation [英][iks,træpə'leiʃən]  [美][ɪk,stræpə'leʃən]
外推插值
1.
To solve this problem the fractal property of inner interval is extended outwards by self-similarity and scale invariance of fractal, and on this basis a fractal extrapolation algorithm is proposed.
然后利用电力负荷数据的不同分形特性,将分形外推插值算法应用于电力日负荷、日峰值负荷及年用电量预测中。
补充资料:演绎推理(见推理)

  
  演绎推理(见推理)
  deductive inference

  住理。yanyl tullj演绎推理(deduetive infer。二ee)见
  
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