因果费米子系统（CFS）与非交换几何（NCG）是否存在数学关联？

From deep dives into foundational physics research, I've found there are striking conceptual overlaps between Felix Finster's Causal Fermion Systems (CFS) and Alain Connes' Noncommutative Geometry (NCG). Here's a breakdown of their core similarities:

• Both frameworks encode the underlying geometric structure of spacetime and matter using a triple-based formulation — this is a foundational shared approach to modeling fundamental physical systems.
• Both are capable of incorporating the Standard Model of particle physics. When it comes to reproducing general relativity, NCG leverages its spectral action principle, while CFS uses its own causal action principle to achieve the same result.
• Additionally, both frameworks can capture key features of quantum field theory, highlighting their potential to bridge the gap between general relativity and quantum mechanics.

内容的提问来源于stack exchange，提问作者Carl Bart