The Theory of Causal Fermion Systems
Osculating Vacua
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Osculating Vacua
A more direct connection to the familiar objects of differential topology and geometry has been obtained more recently in [FKT26, FK26] based on the concept of osculating vacua:
- Osculating vacua
- The $\L$-calculus
- The $\L$-geometry
- A Lorentzian metric
- Ricci curvature and the Einstein equations
This page is still under construction.
Oculating vacua
The $\L$-Calculus
The $\L$-Geometry
A Lorentzian Metric
Ricci Curvature and the Einstein Equations

Felix Finster
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