1) fractal product
分形乘积
1.
Pointed out that we can acquire a fractal surface with roughness in one fragment by the fractal product,.
本文首先简单介绍了分形维数理论和分形乘积理论中已有的乘积公式，介绍了几个常见的分形乘积和它们的维数。
2) semi-product of fractal
分形半乘积
1.
The definition of semi-product of fractal is first put forward for the research of mutual relations between original fractal and its product of fractal when the transforms of IFS are incomplete.
在分形乘积理论的基础上,研究了迭代函数系统(IFS)分形半乘积的维数关系。
3) product integral
乘积积分
4) product form
乘积形式
1.
Using the quasi-reversibility property in each node,the precise product form solution of the stable distribution in special transition form is solved.
分析了在一般服务准则下,具有多类型顾客与消极信号的排队网络,并且加入了有限容量的限制,利用各节点处的拟可逆性,给出了在一种特殊转移下,系统的乘积形式稳态分布。
2.
With their service rates depending on the size of batch service,first,we give the product form stationary distributions for network without negative signals using the quasi-reversibility in each node.
本文分析了两类成批服务的排队网络,并在服务率依赖于批服务大小的条件下,利用各节点的准可逆性,给出了不带信号和带消极信号的两类排队网络的乘积形式稳态解,并利用不动点原理,证明了交通方程解的存在性,并给出求法。
3.
For such games, optimal mixed strategies having a special product form are searched for.
能够通过广义矩阵数乘方法得到这些策略在代理人独立行动并且没有可行策略被拒绝时 ,可用该乘积形式对最优混合策略进行模拟。
5) product arrangement
乘积构形
1.
Sevaral operation characters in the lattice L of a product arrangement have been educed.
本文给出了乘积构形格的几个运算性质。
6) product form equilibrium distribution
乘积形式的平稳分
1.
：The model of discrete- time queuing network system for tim e division multiple access (TDMA) protocol is presented in this paper, the performance of this protocol is analyzed by the method of product form equilibrium distribution.
给出了时分多路访问（TDMA）协议的离散时间排队模型，并用等乘积形式的平稳分布法完成了对这一协议的性能分析。
补充资料：乘积
1.两个或两个以上的数相乘所得的数。简称积。
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