Pages that link to "Item:Q6160161"
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The following pages link to An optimal transport formulation of the Einstein equations of general relativity (Q6160161):
Displaying 18 items.
- Truesdell transport in general relativity (Q789748) (← links)
- A Lorentzian analog for Hausdorff dimension and measure (Q2084566) (← links)
- Application of optimal transportation theory to the reconstruction of the early Universe (Q2567711) (← links)
- A review of Lorentzian synthetic theory of timelike Ricci curvature bounds (Q2682414) (← links)
- (Q5310075) (← links)
- Metric measure spaces and synthetic Ricci bounds: fundamental concepts and recent developments (Q6064557) (← links)
- The singularity theorems of general relativity and their low regularity extensions (Q6103913) (← links)
- Further observations on the definition of global hyperbolicity under low regularity (Q6116428) (← links)
- Rényi's entropy on Lorentzian spaces. Timelike curvature-dimension conditions (Q6134667) (← links)
- A synthetic null energy condition (Q6153511) (← links)
- Characterization of the null energy condition via displacement convexity of entropy (Q6199326) (← links)
- Partial differential equations. Abstracts from the workshop held July 23--28, 2023 (Q6544490) (← links)
- Optimal transport and timelike lower Ricci curvature bounds on Finsler spacetimes (Q6567171) (← links)
- High-frequency solutions to the Einstein equations (Q6571042) (← links)
- On curvature bounds in Lorentzian length spaces (Q6591577) (← links)
- Timelike Ricci bounds for low regularity spacetimes by optimal transport (Q6592226) (← links)
- Gravity from thermodynamics: optimal transport and negative effective dimensions (Q6596390) (← links)
- Analysis, geometry and topology of positive scalar curvature metrics. Abstracts from the workshop held February 18--23, 2024 (Q6613412) (← links)
