论文标题
仿射量化中的动力学因素及其在田间理论中的作用蒙特卡洛
Kinetic Factors in Affine Quantization and Their Role in Field Theory Monte Carlo
论文作者
论文摘要
仿射量化是一种具有规范量化的并行过程，需要使用其主量子运算符，最简单的$ d =（pq+qp）/2 $和$ q \ neq0 $，以表示适当的动力学因素，通常涉及一个规范量子量子。对这一要求的需求源于需要仿射量化以实现有效蒙特卡洛结果的选定问题的量化。解决此任务的介绍示例以及涉及标量量子场理论的示例。
Affine quantization, which is a parallel procedure with canonical quantization, needs to use its principal quantum operators, most simply $D=(PQ+QP)/2$ and $Q\neq0$, to represent appropriate kinetic factors, normally $P^2$, which involve only one canonical quantum operator. The need for this requirement stems from the quantization of selected problems that require affine quantization to achieve valid Monte Carlo results. This task is resolved for introductory examples as well as examples that involve scalar quantum field theories.
