Paper Citation Record · LEDGER

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes

As of 11 August 2026, this Paper Citation Record lists 60 of 60 outbound references and 2 inbound Pith citation observations for arXiv:2510.26755.

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pith.paper-citation-record.v1
2510.26755 v3

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measured 60 of 60 reference resolution

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Source: pith, observed 2026-07-09T08:05:16.230513Z

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Outbound references

Observation ed405e48-a3fe-4e2c-ae7a-8a87e6c3d50a · outbound

This paper cites Abedin, J.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Abedin, J

Reference 1

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Observation 8af75dd4-521c-4cd2-9d84-6f9b01d09efb · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 2

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Observation 53795993-b3c8-4b76-8c70-c7ca9d6b1d94 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 3

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Observation 7b283b64-7a32-4085-a4f1-eb73907ab14b · outbound

This paper cites Bahn and P.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Bahn and P

Reference 4

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Observation f3a0c7e5-490a-4589-beac-5d6934603a02 · outbound

This paper cites Bahn, Isoperimetric inequalities and conjugate points on Lorentzian surfaces, J.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Bahn, Isoperimetric inequalities and conjugate points on Lorentzian surfaces, J

Reference 5

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Observation b6215957-31f0-4a9a-bf9f-c625f5ba0947 · outbound

This paper cites Beckenbach and R.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Beckenbach and R

Reference 6

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Observation 172bb63b-7f99-4672-a7db-787bec7cbe1f · outbound

This paper cites Bernstein, Über die isoperimetriche Eigenschaft des Kreises auf der Kugeloberflache und in der Ebene, Math.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Bernstein, Über die isoperimetriche Eigenschaft des Kreises auf der Kugeloberflache und in der Ebene, Math

Reference 7

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Observation cd7b00d6-5ad1-42a8-a429-de8099c26b1b · outbound

This paper cites Bianchi and H.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Bianchi and H

Reference 8

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Observation ab1d013b-62b6-4cd9-b8e1-a84d3fe6f5aa · outbound

This paper cites Bonnesen, \"Uber das isoperimetrische Defizit ebener Figuren, Math.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Bonnesen, \"Uber das isoperimetrische Defizit ebener Figuren, Math

Reference 9

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Observation ad26f01e-7764-4c23-aaae-f7b3dfb93ddf · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 10

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Observation 820ec427-6d12-489f-8d36-135ce003444e · outbound

This paper cites Brendle and M.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Brendle and M

Reference 11

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Observation 6f5be0b4-f3e2-48f3-a6c3-7350fc7c06a7 · outbound

This paper cites Brigati, J.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Brigati, J

Reference 12

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Observation 85a323f6-b731-4eca-8235-ebafeb29537c · outbound

This paper cites Burago, Yu.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Burago, Yu

Reference 13

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Observation 16171b76-87dd-43c1-9ae9-f1735ba33ba4 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 14

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Observation 3bfd346d-f04a-48f6-85bb-61d6c89d5ce3 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

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Observation 9844235c-ffa8-4dde-8e0e-d08fecab51e3 · outbound

This paper cites Cavalletti and A.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Cavalletti and A

Reference 16

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Observation 27dc0ee0-3400-4777-8238-fd6187760baa · outbound

This paper cites A sharp isoperimetric-type inequality for Lorentzian spaces satisfying timelike Ricci lower bounds.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes A sharp isoperimetric-type inequality for Lorentzian spaces satisfying timelike Ricci lower bounds

Reference 17

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Observation fcf10a72-3426-4446-a5a2-587acfb767be · outbound

This paper cites Chavel, Isoperimetric Inequalities, Cambridge Tracts in Mathematics 145, Cambridge University Press, Cambridge (2001).

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Chavel, Isoperimetric Inequalities, Cambridge Tracts in Mathematics 145, Cambridge University Press, Cambridge (2001)

Reference 18

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Observation e82bea4b-fbed-41ce-aad4-911cc6666155 · outbound

This paper cites Chodosh, M.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Chodosh, M

Reference 19

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Observation 26ae32f8-9c11-4b33-b3d6-00d94e83efa5 · outbound

This paper cites Cicalese and G.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Cicalese and G

Reference 20

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Observation 155cb144-744b-483a-976b-5255a30df95b · outbound

This paper cites Dolbeault, M.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Dolbeault, M

Reference 21

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Observation c3534ffa-d241-4bd4-85c6-94d3fbe2144e · outbound

This paper cites Eichmair and J.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Eichmair and J

Reference 22

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Observation 90701713-8742-4022-a5d7-f53b341a23dd · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 23

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Observation 09fc414e-8163-4ad1-8767-3bf47ac58423 · outbound

This paper cites Figalli, Stability in Geometric and Functional Inequalities, In: European Congress of Mathematics, Eur.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Figalli, Stability in Geometric and Functional Inequalities, In: European Congress of Mathematics, Eur

Reference 24

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Observation fbbee2c6-0381-411f-987b-065813ff140b · outbound

This paper cites Figalli and E.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Figalli and E

Reference 25

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Observation 9821920f-40c4-4cf3-bb9a-549ab7c10bc3 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Figalli and D

Reference 26

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Observation 3e52d35c-3995-4763-88c6-96d2c5aaa4af · outbound

This paper cites Figalli, F.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Figalli, F

Reference 27

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Observation a90cae10-e747-46fd-9ca0-e8c955768c22 · outbound

This paper cites Figalli, F.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Figalli, F

Reference 28

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Observation 9d108370-deb7-4aba-8526-132fe0deeeaf · outbound

This paper cites Figalli and Y.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Figalli and Y

Reference 29

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Observation 8109ea2f-9908-4985-8ea3-b4228ad2154d · outbound

This paper cites Strong stability of convexity with respect to the perimeter.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Strong stability of convexity with respect to the perimeter

Reference 30

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 31

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 32

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 33

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 34

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Observation c0a07fcd-3d27-468d-b536-ee81234734bc · outbound

This paper cites The sharp $\sigma_2$-curvature inequality on the sphere in quantitative form.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes The sharp $\sigma_2$-curvature inequality on the sphere in quantitative form

Reference 35

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Observation 5c19135a-5644-45de-8fad-9c5d64b24405 · outbound

This paper cites Sharp quantitative integral inequalities for harmonic extensions.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Sharp quantitative integral inequalities for harmonic extensions

Reference 36

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Observation eb7f7ee9-dc5b-4be3-8bd1-44dba28dfe92 · outbound

This paper cites Fuglede, Stability in the isoperimetric problem for convex or nearly spherical domains in R^n , Trans.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Fuglede, Stability in the isoperimetric problem for convex or nearly spherical domains in R^n , Trans

Reference 37

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Observation c15421d2-279a-46b1-b090-a7297300ecf0 · outbound

This paper cites Fusco, The quantitative isoperimetric inequality and related topics, Bull.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Fusco, The quantitative isoperimetric inequality and related topics, Bull

Reference 38

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Observation 09df4d5f-e7ba-40fb-a18b-7e75e07d07a9 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Fusco, F

Reference 39

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Observation fb522900-c87e-4c0d-a877-a6d5705e1b9d · outbound

This paper cites Gamow, Mass defect curve and nuclear constitution, Proc.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Gamow, Mass defect curve and nuclear constitution, Proc

Reference 40

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Observation 3d508bed-ab6e-416f-8b2f-1481437a34eb · outbound

This paper cites Gerhardt, Curvature problems, Series in Geometry and Topology 39, International Press of Boston Inc., Sommerville (2006).

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Gerhardt, Curvature problems, Series in Geometry and Topology 39, International Press of Boston Inc., Sommerville (2006)

Reference 41

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Observation 3c357404-fc58-468e-bda1-5f42612692f5 · outbound

This paper cites A simple proof of reverse Sobolev inequalities on the sphere and Sobolev trace inequalities on the unit ball.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes A simple proof of reverse Sobolev inequalities on the sphere and Sobolev trace inequalities on the unit ball

Reference 42

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Observation 9900e54f-120d-4134-adc5-f3c9dc94622e · outbound

This paper cites Guan and G.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Guan and G

Reference 43

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Observation 648c2c14-fa29-4a1d-bd48-0b1f6ad7ec57 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Guerra, X

Reference 44

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Observation 683df51d-c5bb-44a3-a6c8-be6d5576f34a · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 45

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Observation 8b627f71-b963-4e1a-a55f-c8ba468dbbbf · outbound

This paper cites Huisken, An isoperimetric concept for mass and quasilocal mass , Oberwolfach Rep.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Huisken, An isoperimetric concept for mass and quasilocal mass , Oberwolfach Rep

Reference 46

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Observation 83f71454-2904-4226-82fe-971c1d247ea4 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Knüpfer and C

Reference 47

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Observation 29d99771-1dbd-4196-889f-7e4c031ca9b7 · outbound

This paper cites Knüpfer and C.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Knüpfer and C

Reference 48

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Observation a371adb1-5fea-406c-91de-c714f2e7d56a · outbound

This paper cites Stability inequalities with explicit constants for a family of reverse Sobolev inequalities on the sphere.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Stability inequalities with explicit constants for a family of reverse Sobolev inequalities on the sphere

Reference 49

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Observation 1ae735e3-2281-4eca-92d9-743c9a6babb2 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes K \"o nig and J

Reference 50

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Observation 83769e7f-4b30-4f69-bfbb-5de91a46c5ec · outbound

This paper cites Kunzinger and C.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Kunzinger and C

Reference 51

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Observation eee47c00-fc18-4d28-b7d0-df0e75dd0c23 · outbound

This paper cites Lambert and J.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Lambert and J

Reference 52

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Observation a4067521-9785-4f63-9477-31847d1923d1 · outbound

This paper cites Lange, A.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Lange, A

Reference 53

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Observation 9870f649-e432-4830-aa8c-18de94f671c5 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 54

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Observation d806e3d3-06bf-4b0e-ab9d-6415809e82c9 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 55

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Observation 74364879-d919-465b-9f7e-099018fc5167 · outbound

This paper cites O'Neill, Semi-Riemannian geometry.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes O'Neill, Semi-Riemannian geometry

Reference 56

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Observation dcb39c6d-0345-4448-a7bc-1386dc6f1b64 · outbound

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Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Unresolved cited work

Reference 57

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Observation 421ffd15-1882-4b17-b36f-b7a7e83798ad · outbound

This paper cites Osserman, The isoperimetric inequality, Bull.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Osserman, The isoperimetric inequality, Bull

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Observation 18a622af-72b7-4449-807c-4b36f2bee99a · outbound

This paper cites Penrose, Techniques of Differential Topology in Relativity, CBSM-NSF Regional Conf.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Penrose, Techniques of Differential Topology in Relativity, CBSM-NSF Regional Conf

Reference 59

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Observation c041f53b-747c-4468-ade3-d670fadb2a55 · outbound

This paper cites Tsai and K.-H.

Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes Tsai and K.-H

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Pith citing papers

Observation d2a334e4-6683-47e9-a766-c835a0cee296 · inbound

Hausdorff-type metric geometry of the space of Cauchy hypersurfaces cites this paper.

Hausdorff-type metric geometry of the space of Cauchy hypersurfaces Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes

Reference 27

Resolution: verified exact; local_arxiv, observed 2026-05-11T09:41:03.739969Z

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Observation c75cc3e2-60dc-4ded-82e5-7bdd9cad3f07 · inbound

Constant mean curvature surfaces in the sub-Lorentzian Heisenberg group cites this paper.

Constant mean curvature surfaces in the sub-Lorentzian Heisenberg group Quantitative Lorentzian isoperimetric inequalities in conical Minkowski spacetimes

Reference 7

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