| 1. | Study on analytic approach for extracting periodic orbits of piecewise linear chaotic systems
解析法提取分段线性混沌系统周期轨道的研究 |
| 2. | We obtain an upper bounded estimate for the convergence rate of the piecewise linear interpolation
摘要给出了分段线性插值收敛速度的一种估计。 |
| 3. | Based on histogram research , two novel image enhancement algorithms are put forward . it is adaptive piecewise linear transform
以灰度直方图作为统计手段和依据，提出了自适应灰度分段线性变换的图像增强算法。 |
| 4. | The optimal control of uncertain piecewise linear systems is converted to the optimization of upper and lower bounds of the cost function
摘要将不确定分段线性系统的最优控制问题转化成最优控制性能上界的优化问题。 |
| 5. | In this paper a novel framework is presented for 2 - d shape interpolation using the intrinsic shape parameters of a piecewise linear curve based on skeleton
本文基于骨架概念，根据多边形内在量插值思想给出一个新颖的二维形状插值算法框架。 |
| 6. | Image registration based on piecewise linear group parameters an improved image registration method based on pseudoperspective model and comparametric function was presented
提出了一种基于仿透视函数模型和相机响应参数模型共同作用下图像配准算法。 |
| 7. | There are several effective methods which are used to improve image contrast , such as piecewise linear stretch , histogram equalization and histogram normalization and so on
采用图像对比度增强的方法改善影像灰度反差。主要的对比度增强方法有分段线性增强、直方图均衡化和直方图正态化等。 |
| 8. | Abstract : the problem of approximating a given piecewise linear curve by another coarser one consisting of fewer line segments is discussed . an efficient algorithm is presented and analyzed
文摘:讨论了用较少的折线段来表示精细折线边界的问题.提出了解决该问题的一个有效算法，并对该算法进行了分析 |
| 9. | The character of kinds of processing data compression arithmetic is analyzed in the thesis , piecewise linear interpolation arithmetic is used to compress process data , which reduce storage space of data
论文分析当前存在的各种过程数据压缩方法的特点，并采用分段线性插值算法来压缩数据，比较有效地解决了长期以来不保存历史数据的弊端。 |
| 10. | 61 duchamp t , certain a , derose t , stuetzle w . hierarchical computation of pl harmonic embeddings . technical report , university of washington , july 1997 . 62 floater m s . one - to - one piecewise linear mappings over triangulations
本文将对目前的主要曲面参数化方面的工作进行总结，重点介绍调和映射共形映射以及保积映射的基本原理，及其在平面参数化中的应用。 |
