论文标题
几何产生惯性
Geometry creates inertia
论文作者
论文摘要
弯曲时空中的费米子的动力学受自旋连接的控制，其中一部分是偏变，一个独立于公制的辅助场，没有动力学，但根据费米的轴向电流密度完全表达。它的效果是涉及所有费米的四分之一相互作用的外观。 Contorsion可以以不同的优势将左右右手的费尔米夫妇搭配到左右手的费米子，从而有效地在含有费米子物质的背景上传播的费米子。
The dynamics of fermions in curved spacetime is governed by a spin connection, a part of which is contorsion, an auxiliary field independent of the metric, without dynamics but fully expressible in terms of the axial current density of fermions. Its effect is the appearance of a quartic interaction involving all fermions. Contorsion can couple to left and right-handed fermions with different strengths, leading to an effective mass for fermions propagating on a background containing fermionic matter.
