quantum probability

Quantum Probability Coding Genetic Algorithm and Its Applications

量子概率编码遗传算法及其应用

Traditional Probability & Quantum Probability Classic couture

经典概率与量子概率

A Quantum probability Coding Genetic Algorithm-QCGA is proposed , which is different from classical GAs .

经典概率与量子概率该文提出了一种基于染色体量子概率编码的遗传算法&QCGA。

In this paper , the quantum probability functions are calculated for ten-dimensional compact baby universe model .

本文计算了10维紧致baby宇宙模型中的量子几率函数。

The diversity of quantum probability coding and concurrent searching ability of quantum evolutionary algorithm make it very suitable to solve the combinatorial optimization problem .

量子概率编码的表达多样性和量子进化算法的并行搜索能力，使得量子进化算法很适合于求解组合优化问题。

The two-pion HBT correlation functions are calculated using quantum probability amplitudes in a path-integral formalism and the HBT radius is extracted both for the expanding source and the static source .

利用量子几率振幅的路径积分公式计算2πHBT关联函数并得到对膨胀和静态源的HBT半径。

Born gave the wave function a probability interpretation . Since the characteristic of quantum probability differs from that of classical probability , the superposition of probability amplitude also differs from the superposition of classical probability in the double-slit diffraction experiment .

玻恩赋予波函数概率解释，而量子概率的特征不同于经典概率，在双缝衍射实验中概率幅的叠加就不同于经典概率叠加。

The quark-gluon plasma evolution is described by relativistic hydrodynamics with the equation of state of entropy density . The two-pion Hanbury-Brown-Twiss ( HBT ) correlation functions are calculated using quantum probability amplitudes in a path-integral formalism .

夸克-胶子等离子体的演化由相对论流体力学和熵密度的物态方程描述，而2πHanburyBrownTwiss（HBT）关联函数由量子几率振幅的路径积分公式计算。

This algorithm codes the chromosomes in the way of quantum bit probability , and makes the population evolve by the operation of quantum gate .

该算法采用量子比特概率编码方式构造染色体，由量子旋转门操作实现种群进化。

The way to solve the paradox of schrodinger 's cat and the usage of mathematical methods of quantum mechanics in probability

解决薛定谔猫佯谬的一个途径及量子力学的数学方法在概率论中的应用

According to quantum models of electron probability distributions , a simplified static electric charge model for 4s and 3d electrons of α - Fe atoms is obtained . The bonding force and potential energy between a-Fe atoms at room temperature are calculated .

遵照量子力学定态电子几率分布规律，得出Fe原子4s和3d电子几率分布的简化静电模型，对o&Fe晶格中原子键合力和键能进行计算。

The paper raises two queries about the generally accepted mathematical foundation of quantum mechanicsvon Neumann 's quantum probability .

本文对于公认的量子力学数学基础&冯·诺意曼概率论提出了两点质疑。

Quantum state is used in quantum information itself as quantum bit rather than probability in other quantum problems .

在量子信息学中人们利用的是量子态本身，其基本任务是量子态的存储、操纵、传输与读出。