Paper Citation Record · LEDGER

A Geometric Derivation of the Einstein Equations from the Causal Action Principle

As of 9 August 2026, this Paper Citation Record lists 47 of 47 outbound references and 0 inbound Pith citation observations for arXiv:2607.13871.

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2607.13871 v1

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measured 47 of 47 reference resolution

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Outbound references

Observation 1263f5bc-7340-46a9-9703-43556918aa42 · outbound

This paper cites CDT and the Search for a Theory of Quantum Gravity.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle CDT and the Search for a Theory of Quantum Gravity

Reference 2

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Observation 715ce9ee-4c60-45a1-95b4-2a5c79fd8462 · outbound

This paper cites Beem, P.E.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Beem, P.E

Reference 3

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This paper cites Two-Dimensional Area and Matter Flux in the Theory of Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Two-Dimensional Area and Matter Flux in the Theory of Causal Fermion Systems

Reference 4

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Observation b0b253ff-a3ac-442c-8c9f-a567ac647969 · outbound

This paper cites Dappiaggi, F.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Dappiaggi, F

Reference 5

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Observation fd33f0a6-d122-4af2-a5b7-093ae5a173d2 · outbound

This paper cites Holographic Mixing and Fock Space Dynamics of Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Holographic Mixing and Fock Space Dynamics of Causal Fermion Systems

Reference 6

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Observation fd31af5b-b0f6-4610-bdad-ad17998ae21d · outbound

This paper cites On the Regularized Fermionic Projector of the Vacuum.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle On the Regularized Fermionic Projector of the Vacuum

Reference 7

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Observation ea633507-74b8-4f80-a42d-6c3ce9fa1020 · outbound

This paper cites Causal Variational Principles on Measure Spaces.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Causal Variational Principles on Measure Spaces

Reference 8

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Observation f0ccd8a8-fabc-4b0d-9d99-0decc2ede1dc · outbound

This paper cites The Continuum Limit of Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle The Continuum Limit of Causal Fermion Systems

Reference 9

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Observation 0f4b343d-c85e-4f2c-a324-90ec0e77a404 · outbound

This paper cites Positive Functionals Induced by Minimizers of Causal Variational Principles.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Positive Functionals Induced by Minimizers of Causal Variational Principles

Reference 10

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Observation 027318af-7593-4d37-aa73-8c25bd16a5dd · outbound

This paper cites Finster and P.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Finster and P

Reference 11

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Observation a742b0cd-95a7-4f3f-89b9-005ae8aa6f8d · outbound

This paper cites The Continuum Limit Analysis of Causal Fermion Systems for Curved Spacetimes.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle The Continuum Limit Analysis of Causal Fermion Systems for Curved Spacetimes

Reference 12

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Observation 7f0eeda9-d21f-4fbb-be98-085ed6da6a26 · outbound

This paper cites A Lorentzian Quantum Geometry.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle A Lorentzian Quantum Geometry

Reference 13

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Observation 2aba5527-00c4-4fae-8bdd-de6d82bf471f · outbound

This paper cites Modified Measures as an Effective Theory for Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Modified Measures as an Effective Theory for Causal Fermion Systems

Reference 14

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Observation b26c1238-9287-480c-8646-10c255d3733c · outbound

This paper cites A Mechanism for Dark Matter and Dark Energy in the Theory of Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle A Mechanism for Dark Matter and Dark Energy in the Theory of Causal Fermion Systems

Reference 15

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Observation 56506ece-fb42-4348-ba44-742b83856236 · outbound

This paper cites Causal Fermion Systems: An Elementary Introduction to Physical Ideas and Mathematical Concepts.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Causal Fermion Systems: An Elementary Introduction to Physical Ideas and Mathematical Concepts

Reference 16

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Observation ba5c344f-5954-4e3c-95a5-5ecb8a266f9c · outbound

This paper cites A Mechanism of Baryogenesis for Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle A Mechanism of Baryogenesis for Causal Fermion Systems

Reference 17

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Observation daf45d6b-a3b9-4883-8f19-daae96ecd19f · outbound

This paper cites Spinors on Singular Spaces and the Topology of Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Spinors on Singular Spaces and the Topology of Causal Fermion Systems

Reference 18

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Observation 285d4cd1-1b0b-4ed8-a8e5-8b8588608cc2 · outbound

This paper cites Fermionic Fock Spaces and Quantum States for Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Fermionic Fock Spaces and Quantum States for Causal Fermion Systems

Reference 19

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Observation 6f63b4cc-49f4-4b01-8298-b78c3da81c0a · outbound

This paper cites A Positive Quasilocal Mass for Causal Variational Principles.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle A Positive Quasilocal Mass for Causal Variational Principles

Reference 20

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Observation 7feed747-56f5-4556-9f69-82105f5710a3 · outbound

This paper cites The Linear Dynamics of Wave Functions in Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle The Linear Dynamics of Wave Functions in Causal Fermion Systems

Reference 21

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Observation a295d8b5-6bae-491f-8684-247816dbb072 · outbound

This paper cites Entangled Quantum States of Causal Fermion Systems and Unitary Group Integrals.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Entangled Quantum States of Causal Fermion Systems and Unitary Group Integrals

Reference 22

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Observation c003b271-298c-4b89-bcf7-a9afb50ec106 · outbound

This paper cites Finster, N.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Finster, N

Reference 23

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Observation 72be46a3-22eb-4328-938a-944c47fdfb9e · outbound

This paper cites A Gauge Fixing Procedure for Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle A Gauge Fixing Procedure for Causal Fermion Systems

Reference 24

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Observation 759c7f83-6bcf-4234-8753-bb9d5635cea2 · outbound

This paper cites Finster, S.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Finster, S

Reference 25

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Observation 839f25f1-e371-49be-90fb-ec94bf521ade · outbound

This paper cites A Hamiltonian Formulation of Causal Variational Principles.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle A Hamiltonian Formulation of Causal Variational Principles

Reference 26

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Observation c265caa4-32cf-4bac-8a12-4989d41f13eb · outbound

This paper cites Causal Variational Principles in the $\sigma$-Locally Compact Setting: Existence of Minimizers.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Causal Variational Principles in the $\sigma$-Locally Compact Setting: Existence of Minimizers

Reference 27

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Observation ee9ed6da-4ef6-4772-97b0-79875facc723 · outbound

This paper cites Banach Manifold Structure and Infinite-Dimensional Analysis for Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Banach Manifold Structure and Infinite-Dimensional Analysis for Causal Fermion Systems

Reference 28

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Observation d737c4ae-d41d-42a8-a467-b90b95eea5f8 · outbound

This paper cites A Positive Mass Theorem for Static Causal Fermion Systems.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle A Positive Mass Theorem for Static Causal Fermion Systems

Reference 29

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Observation 78178a87-1922-4132-bb6d-b0f3085a7392 · outbound

This paper cites Baryogenesis in Conformally Flat Spacetimes.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Baryogenesis in Conformally Flat Spacetimes

Reference 30

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Observation d0e72d2a-6cde-4e8f-b0d9-efe4fde9280b · outbound

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A Geometric Derivation of the Einstein Equations from the Causal Action Principle Baryogenesis in Minkowski Spacetime

Reference 31

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Observation a97e545e-121c-4886-aa5e-76a764cd5a05 · outbound

This paper cites Hawking and G.F.R.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Hawking and G.F.R

Reference 32

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Observation 9f51aec6-a97c-40e5-9e4d-7f2e9c264f38 · outbound

This paper cites Laugwitz,Differential and Riemannian Geometry, Academic Press, New York-London, 1965, Translated by F.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Laugwitz,Differential and Riemannian Geometry, Academic Press, New York-London, 1965, Translated by F

Reference 33

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Observation b9e267d6-c9ac-4ccd-9bbb-74df39792a2b · outbound

This paper cites Lee,Manifolds and Differential Geometry, Graduate Studies in Mathematics, vol.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Lee,Manifolds and Differential Geometry, Graduate Studies in Mathematics, vol

Reference 34

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Observation 871b557f-4e2a-4136-9113-40dae21eae73 · outbound

This paper cites Lichnerowicz,Elements of Tensor Calculus, Methuen & Co Ltd, John Wiley & Sons, London- New York, 1962, Translated by J.W.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Lichnerowicz,Elements of Tensor Calculus, Methuen & Co Ltd, John Wiley & Sons, London- New York, 1962, Translated by J.W

Reference 35

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Observation c813ac0a-535a-45d2-a1e2-4ef7c9244c1a · outbound

This paper cites Misner, K.S.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Misner, K.S

Reference 36

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Observation 4781e93d-8356-46a0-9766-ff0c6c9c7d43 · outbound

This paper cites Nakahara,Geometry, Topology and Physics, second ed., Graduate Student Series in Physics, Institute of Physics, Bristol, 2003.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Nakahara,Geometry, Topology and Physics, second ed., Graduate Student Series in Physics, Institute of Physics, Bristol, 2003

Reference 37

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Observation b2e409cd-2a22-4870-adbd-6a0242a18441 · outbound

This paper cites Canonical variation of a Lorentzian metric.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Canonical variation of a Lorentzian metric

Reference 38

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Observation 1e2b573d-adce-4bb3-9d41-116c24a8ad5e · outbound

This paper cites O’Neill,Semi-Riemannian Geometry, Pure and Applied Mathematics, vol.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle O’Neill,Semi-Riemannian Geometry, Pure and Applied Mathematics, vol

Reference 39

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Observation eb2cd292-3091-4ce0-9455-92cd3b78b8b5 · outbound

This paper cites On the Mathematical Foundations of Causal Fermion Systems in Minkowski Space.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle On the Mathematical Foundations of Causal Fermion Systems in Minkowski Space

Reference 40

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Observation 961a345b-be8e-492c-8124-38d3c9b5c120 · outbound

This paper cites H\"older Continuity of the Integrated Causal Lagrangian in Minkowski Space.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle H\"older Continuity of the Integrated Causal Lagrangian in Minkowski Space

Reference 41

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Observation 005ddc95-f520-4091-8954-2e87bb4e3f89 · outbound

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A Geometric Derivation of the Einstein Equations from the Causal Action Principle Paganini and S

Reference 42

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Observation 6848413a-109f-4110-a363-e776c05d2fef · outbound

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A Geometric Derivation of the Einstein Equations from the Causal Action Principle Reddy, R

Reference 43

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Observation cb68b325-6920-4741-ad06-c95ac122c7bb · outbound

This paper cites Rovelli,Quantum Gravity, Cambridge Monographs on Mathematical Physics, Cambridge Uni- versity Press, Cambridge, 2004.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Rovelli,Quantum Gravity, Cambridge Monographs on Mathematical Physics, Cambridge Uni- versity Press, Cambridge, 2004

Reference 44

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Observation 9b7afee3-6ffc-430e-a2a3-da57423567e4 · outbound

This paper cites Straumann,General Relativity, Texts and Monographs in Physics, Springer-Verlag, Berlin, 2004.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Straumann,General Relativity, Texts and Monographs in Physics, Springer-Verlag, Berlin, 2004

Reference 45

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Observation 6e4422ce-b3bd-4efe-b324-5e79c2c9d36e · outbound

This paper cites The causal set approach to quantum gravity.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle The causal set approach to quantum gravity

Reference 46

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Observation 973da1ed-11ae-441b-8b0c-01d468c4c280 · outbound

This paper cites Thiemann,Modern Canonical Quantum General Relativity, Cambridge Monographs on Math- ematical Physics, Cambridge University Press, Cambridge, 2007.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Thiemann,Modern Canonical Quantum General Relativity, Cambridge Monographs on Math- ematical Physics, Cambridge University Press, Cambridge, 2007

Reference 47

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Observation 38c36da3-2de4-4c2d-b40a-f2e5adfa68fa · outbound

This paper cites Wald,General Relativity, University of Chicago Press, Chicago, IL, 1984.

A Geometric Derivation of the Einstein Equations from the Causal Action Principle Wald,General Relativity, University of Chicago Press, Chicago, IL, 1984

Reference 48

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