1) affine penalty
仿射罚分
3) piecewise affine
分段仿射
1.
In engineering practice, there are many hybrid systems described by piecewise affine systems (PWA) which are composed of linear subsystems and convex polytopic regions.
在实际工业过程中,大量存在着一类用分段仿射结构(PWA)表示的混杂系统,这类系统常用一组线性子模型与其相应的作用域凸多面体表示。
4) penalty mark mapping
惩罚评分映射
5) self-affine fractal
自仿射分形
1.
Using the self-affine fractal of two-dimensional phase space and Monte Carlo simulation, the dependence of the factorial moments and the factorial correlations on the multiplicity relative strength of fluctuation are studied for non-fixing multiplicity.
利用二维相空间自仿射分形的随机级联α模型，采用蒙特卡罗模拟的方法，研究了阶乘矩、粒子数关联矩在不固定多重数下，对应于多重数相对起伏强度ｎｆ的依赖关系，得到：阶乘矩、粒子数关联矩依赖于多重数相对起伏ｎｆ，但间歇指数一般不依赖于ｎｆ，当ｎｆ较小时这种依赖性得以消除。
2.
In this paper, one-dimensional projection of two-dimensional self-affine phase space which has three kinds self-affine fractal are analytically studied.
本文对二维自仿射相空间的三种自仿射分形的一维投影做了解析研究，得到了不同分形对应下的一维投影的α模型。
补充资料：仿射
仿射
affinity
仿射!确nity;呻中Ifu盯er] 仿射变换陌币ne transfo瓜atlon)的简称定义为非退化线性代换 二A派丰“
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