论文标题
快速的预杂技演员
Fast Pre-scramblers
论文作者
论文摘要
我们考虑量子系统中信息的扩散或“预杂音”的过程。我们根据系统希尔伯特空间中各州的最小概率阈值来定义波函数的扩散或“预施加”的度量。我们在具有增强的内存能力的原型模型的示例上说明了我们的发现。我们猜想：（1）最快的pre弹药者需要在自由度数量上进行时间对数。 （2）所研究的增强记忆能力模型是快速的预杂技。 （3）（快速）预施加不晚于（快速）争夺。 （4）快速加扰者是快速的预碰撞者。 （5）黑洞是快速的预碰撞者。
We consider the process of diffusion or "pre-scrambling" of information in a quantum system. We define a measure for this spreading or "pre-scrambling" of the wavefunction in terms of a minimum probability threshold for the states in the system's Hilbert space. We illustrate our findings on the example of a prototype model with enhanced memory capacity. We conjecture: (1) The fastest pre-scramblers require a time logarithmic in the number of degrees of freedom. (2) The investigated enhanced memory capacity model is a fast pre-scrambler. (3) (Fast) pre-scrambling occurs not later than (fast) scrambling. (4) Fast scramblers are fast pre-scramblers. (5) Black holes are fast pre-scramblers.
