1)Parallel Coordinates平行坐标法
1.Visual Data Mining Based on Parallel Coordinates;基于平行坐标法的可视数据挖掘
英文短句/例句
1.The Research on Visual Data Mining Technology Based on Parallel Coordinates Method;基于平行坐标法的可视化数据挖掘技术研究
2.Application of Coordinate Parallel Method in the Research on Standard Lead Vector by Theoretical Inference用坐标平行法研究标准导联矢量的理论推导
3.The plane Cartesian coordinate representing the distance from a specified point to the x-axis, measured parallel to the y-axis.纵坐标平面笛卡尔坐标系中代表某一定点到X轴的距离,以平行于Y轴的方法来度量
4.It presents the rigorous method to calculate the intersecting point coordinate of the straight line with the parallel to the easement curve.提出了计算直线与缓和曲线平行线交点坐标的严密方法。
5.A clustering algorithm for parallel coordinates-based measure model and its applications一种基于平行坐标度量模型的聚类算法及其应用
6.Research on the Measurement Model of Parallel Coordinates Visualization Technique平行坐标可视化技术的度量模型研究
7.Specifies the horizontal coordinate for the next drawing method.指定下一个绘图方法程序的水平坐标。
8.The Way of Conditional Adjustment with Parameters in Two Dimensional Coordinates Transformation二维坐标转换的附有参数条件平差法
9.The Research on Visual Data Mining Technology Based on Parallel Coordinates;基于平行坐标的可视化数据挖掘技术研究
10.Derivation of the Equations for the Plate Cam Profiles by means of Coordinate Transformations用坐标转换法推导平板凸轮廓线方程式
11.Advances in preparation of the nanosized titanium dioxide powders;平底从动件盘形凸轮廓线的极坐标解析法设计
12.The Forthright Methods Deriving General Solution of Differentiating Equations about Equilibrium in Polar Coordinates;极坐标中平衡微分方程通解的直接推导方法
13.Mean Value Coordinates on Tangent Plane for Laplacian Mesh Deformation基于切平面中值坐标的Laplacian网格变形算法
14.Study on the Correlated Adjustment Method of Traverse Network Coordinates Difference Observation导线网坐标差观测值相关平差方法研究
15.Research on SVPWM Algorithm for Three-level PWM Rectifier Based on g-h Coordinate基于g-h坐标系SVPWM算法三电平PWM整流器的研究
16.The vertical axis of a two-dimensional Cartesian coordinate system.纵坐标轴笛卡尔平面坐标上的纵轴
17.DSMC Method Based on 2D Adaptive Cartesian Mesh and Its Application;基于自适应直角坐标网格的DSMC及并行算法研究
18.To Resolute Gentle Curve Section Coordinate through Inverse Calculation with Simplified Newton Method用简化牛顿法进行缓和曲线段坐标反算解算
相关短句/例句
parallel coordinates平行坐标
1.A visual analysis method based on point-score parallel coordinates;点得分平行坐标可视化分析方法
2.Principle and overview of parallel coordinates;平行坐标原理与研究现状综述
3.Bayesian visual classification method based on parallel coordinates;基于平行坐标的贝叶斯可视化分类方法
3)parallel coordinate system平行坐标系
1.Optimal design by visualization using parallel coordinate system;应用平行坐标系进行可视化优化设计
4)parallel coordinate plot平行坐标图
1.A novel method for optimizing the principle component analysis in feature extraction is proposed,which making use of parallel coordinate plot for graphical presentation of multivariate information.本文提出一种利用平行坐标图的多元信息表示对主成分分析特征提取方法进行优化的分类技术。
5)Axes Parallel平行坐标轴
6)coordinates averaging method坐标平均法
1.Based on the laser three-dimensional(3-D)digitization system with light stripe method,a grouping and deleting method is proposed to delete the stray points in the original data set,and a coordinates averaging method is proposed to splice the data sets obtained by two adjacent sensors.基于光带法激光三维数字化系统,采用分组筛选法对获取的原始点云数据进行杂散点删除,采用坐标平均法对多传感器的数据进行拼接。
延伸阅读
坐标方式的下降法坐标方式的下降法coordinate - wise descent method 坐标方式的下降法f“目闭i.ate一初se de弘犯ntlne山d;no“00p用旧.aT”0r0 cnycKa~川 仅基于被极小化函数的值的一种多变量函数的极小化方法.这种方法在函数不可微或导数的计算量太大时适用.下面叙述坐标方式的下降法对于在集合x={x二(x’,…,x”):a,《x‘《办‘,i=l,二,n}上的函数F(x)极小化的应用,这里a.和阮是给定的数,a‘0.假定对于某个k)O,第k次逼近x*eX已知,且气>0.取Pk“e:。,其中i*=k一n[k加J+1,而[a】是a的整数部分.那么 认)=el,…,仇一1=e。, Pn=el,…,众。一l=气, 仇n二el,…、即完成坐标向量el,…,e。的循环选择.首先验证条件 x、一a*仇〔X,F(x*+a、氏)<厂(x*)(l)是否满足.如果(l)满足,那么设xe十,二气+气R,气、1=气.另一方面,如果(l)不满足,那么验证条件x*a、P人·尤,户丫x、‘、、P、)<矛’(x、)(2)如果(2)满足,那么设x、十;二、一气p*.叭十、二气,如果条件(1)和(2)都不满足那么就设气十二、, {兄。、对,k一,,,x、一、‘_、,. !气对‘、节n或、、护、一十l、 或〔)《人共;,l这里义是下降法的参数,0<又<1.条件(3)意味着如果在包含所有坐标l句鼠el,二,e。的以气为步长的n次迭代的一个单循环中,条件(l)与条件(2)中至少有一个满足,那么步长久不减,一且至少在下一个刀次迭代的循环中保持不变;另一方面,如果无论是(l)还是(2)在相继的n次迭代中都不满足,那么步长气减小、 设F(x)在X上是凸的和连续可微的,且集合伙任X:F(劝延F帆)}是有界的,而,。是正数.那么下降法(功一(3)收敛,即 1 11飞z},,(x*)二一rlf沪(x) 人‘延飞军而序列{、}收敛于I了(x)在X中的极小点集.如果F(x)在X上不可微,那么下降法不一定收敛(【1】,【2」).
