1) Line constraints
线约束
2) epipolar constraint
极线约束
1.
Method of laser stripe matching based on laser surface and epipolar constraints;
基于激光面和极线约束的激光条纹匹配算法
2.
A method of 3D reconstruction based on structured light and epipolar constraint
基于结构光和极线约束的三维重建
3.
Through the research on binocular stereo vision measurement system, based on the concept of epipolar constraint, a new method is proposed to resolve the corresponding problem between two images which have the same number of points.
通过对双目立体视觉测量数学模型的研究,在2副图像中特征点数相等的情况下,基于极线约束等理论,给出了一种解决图像特征点匹配的新方法,对三维空间中的离散点在2个视平面上的投影点进行了正确的匹配。
3) on-line constraints
在线约束
4) epipolar constraint
核线约束
1.
An epipolar constraint 3D spacer reconstruction method is proposed,so that based on the reconstructed spacers the whole 3D power line information can be calculated out.
因此,提出了一种利用核线约束对线路中间隔棒进行三维重建的方法,进而可以重建整条电力线的三维信息。
5) linear constraint
线性约束
1.
New primal neural networks for solving a class of nonlinear programs with linear constraints;
一类线性约束非线性规划的初始神经网络
2.
A Genetic Algorithm Approach for 0-1 Programming with Linear Constraints;
求解具有线性约束的0—1规划问题的遗传算法
3.
The general form of the linear constraints is described and the genetic optimization approach for such problems are introduced.
介绍了线性约束条件的一般形式及线性约束条件的遗传优化方法 ,较全面地阐述了相对于各线性约束条件的各遗传算子的特点、作用及其产生方法 。
6) linear restriction
线性约束
1.
Considering the restricted growth curve model, we obtain a class of general admissible estimators from the class of linear estimators and give the characterization between the class of general admissible estimators and linear restrictions.
并得到了泛可容许估计与线性约束之间的一种刻划。
2.
The best approximation of a square matrix under a given linear restriction, had been considered by Zhang Lei (1986).
文［２］已对方阵在线性约束下的最佳逼近作了详细的研究。
3.
Based on the theory of convex analysis, an algorithm for monlinear programming problemswith linear restriction is proposed and a discussion quadratic programming is discussed.
本文应用凸分析理论与方法对一类带线性约束的非线性规划问题提出了一种算法,并就本算法对二次规划问题进行了探讨。
补充资料：线性约束
分子式：
CAS号：
性质：任何一个方案都必须满足一定的条件，这些条件称为约束条件。具有线性等式和(或)线性不等式的约束条件，称为线性约束。如一组等精度测定值x1，x2，…，xn，其线性约束条件为
CAS号：
性质：任何一个方案都必须满足一定的条件，这些条件称为约束条件。具有线性等式和(或)线性不等式的约束条件，称为线性约束。如一组等精度测定值x1，x2，…，xn，其线性约束条件为
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条