论文标题
谎言组的规范几何形状
The canonical geometry of a Lie group
论文作者
论文摘要
Lie GROUP G具有许多左不变指标，具有截然不同的曲率特性。如果我们将g视为[O1]中的平坦和全球化的绝对平行性，则G具有规范的指标。我们研究了这种观点转变的令人惊讶的后果。
A Lie group G has many left invariant metrics having drastically different curvature properties. If we regard G as a flat and globalizable absolute parallelism as in [O1], then G has a canonical metric. We study some surprising consequences of this shift in perspective.
