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1)  sub-game
子博弈
1.
At the same time,the paper gives the profound analysis of the sub-game equilibrium in the debt exceeding stage.
本文通过对债务展期情况下的融资担保问题的合同签订期,债务到期时及展期债务到期时三个阶段进行深入辨析,分析债务展期对担保合约的影响,给出了担保合约签订期(Date-0)担保合约中担保费用和担保比例的博弈纳什均衡解,并针对债务到期时(Date-1)展期债务进行子博弈均衡分析。
2)  quantum game
量子博弈
1.
Classical game theory is the mathematical theory of decision making under competitive situations,and it has been widely used in many fields,such as economics,sociology,Quantum game theory is the extension of classical game theory into quantum realm while classical game is a subset of quantum game because of its entangle property.
子博弈论是最近几年在国际学术前沿兴起的由量子通信科技与博弈论相结合的最新成果。
2.
In recent years, for the development of quantum physics, a new intercross area of game theory and quantum physics had born, that is quantum game theory.
近年来随着量子理论研究的发展,出现了博弈论与量子物理的新兴交叉学科——量子博弈论。
3)  quantum games
量子博弈
1.
Quantum Games and Game s Quantization;
子博弈与博弈的量子化
2.
The current status of quantum games,including recent developments,is presented in this paper.
论述了量子博弈的研究现状和最新进展。
4)  submodular game
子模博弈
5)  game particle-field
博弈粒子场
1.
This paper proposes a general expression for the framework of content delivery network and a novel and interesting game particle-field(G-PF) approach to content distribution problem.
文章研究博弈粒子场方法对内容分布网络(CDN)缓存分配问题求解,通过建立相应的数学模型,将两阶段Web服务器-代理服务器缓存资源分配问题,映射为两个对偶力场中粒子的运动,力场中所有粒子按数学模型中定义的规则运动直至达到稳定状态,再由粒子的稳定状态反映射为Web服务器-代理服务器缓存资源分配问题的解。
6)  Non-atomic Games
缺原子博弈
补充资料:单量子阱(见量子阱)


单量子阱(见量子阱)
single quantum well

单且子阱sillgle quantum well见量子阱。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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