论文标题
非共同的几何形状和蒙德
Noncommutative geometry and MOND
论文作者
论文摘要
修改后的牛顿动力学（MOND）是对牛顿普遍重力定律的假设修改，以说明星系外部区域的平坦旋转曲线，从而消除了对暗物质的需求。尽管它是一个非常成功的模型，但它不是一个独立的物理理论，因为它完全基于观察。本文提出的是，非交通性几何形状是字符串理论的分支，可以解释平坦的旋转曲线，从而为Mond提供了理由。本文扩展了作者的早期启发式论证。
Modified Newtonian dynamics (MOND) is a hypothesized modification of Newton's law of universal gravitation to account for the flat rotation curves in the outer regions of galaxies, thereby eliminating the need for dark matter. Although a highly successful model, it is not a self-contained physical theory since it is based entirely on observations. It is proposed in this paper that noncommutative geometry, an offshoot of string theory, can account for the flat rotation curves and thereby provide a justification for MOND. This paper extends an earlier heuristic argument by the author.
