interpolative

interpolative的基本解释

adj.

撺改的, 添入的

与interpolative相关的网络例句 [注：此内容来源于网络，仅供参考]

Interpolative control; Cubic spline function; Simulation; Error

插值控制；三次样条函数；仿真；稳态误差

The results show that the response of control is quick, and no over-control, the error can be negligible, and the design is simple. The interpolative control based on cubic spline interpolation function also can be used for sparse rules base, which has few knowledge of expert.

仿真结果表明，基于三次样条函数的插值控制，具有响应快，无超调，稳态误差极小等优点，并且设计简单，不需要过多专家经验就可以完成很好的控制，适用于稀疏规则库条件下的控制。

A new method for planar curves has been developed. Curvature signal is decomposed with wavelet at first, and then select interpolative dots by altering pace, which is used to construct a G2 continuous rational cubic Bezier spline curve.

给出了一种先对初始曲率进行小波分解，再用变步长的方法选取待插值点，最后利用C^2连续的三次有理Bezier样条插值重建出光顺的平面曲线的方法。

This algorithm constructs a 64-D crossband vector according to the characteristics of the decomposed image, and adopts nonlinear interpolative vector quantization and soft computing based codebook generation algorithm. Hence, this algorithm can improve the vector quantization performance significantly from both aspects of speed and precision, and it can get a high reconstruction quality (PSNR＞34dB) with a very low bit rate (0.172bpp).

该方案依据图象小波变换的特点构造了64维的跨频带矢量，并采用了非线性插补矢量量化和柔性计算码书生成算法，从速度和精度两方面提高矢量量化的性能，从而在极低比特率的条件下(0.172bpp)获得了高质量的重构图象(PSNR＞34dB)。

Aim Fuzzy interpolative reasoning has become an important approach to solve the problem of sparse rules.

目的 模糊插值推理逐渐成为处理稀疏规则库的重要推理方法。

与interpolative相关的网络解释 [注：此内容来源于网络，仅供参考]

interpolative：撺改的

interpolation 篡改 | interpolative 撺改的 | interpolator 撺改者

interpolative picture coding：内插图像编码

interpolational growth 插入生长 | interpolative picture coding 内插图像编码 | interpolative relation analysis 内插法相对分析

interpolative relation analysis：内插法相对分析

interpolative picture coding 内插图像编码 | interpolative relation analysis 内插法相对分析 | interpolator 插补器

Interpolative algebraic reconstruction：插值代数重建算法

非线性代数方程组:nonlinear algebraic equations | 插值代数重建算法:Interpolative algebraic reconstruction | 微分代数混杂系统:Differential-Algebraic Hybrid System