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Source: paper_references, paper_reference_links, observed 2026-07-31T20:34:21.612505Z
Paper Citation Record · LEDGER
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence
As of 9 August 2026, this Paper Citation Record lists 46 of 46 outbound references and 0 inbound Pith citation observations for arXiv:2607.28009.
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46 of 46 outbound references displayed
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Outbound references
Observation b227260b-b23f-43e3-abff-da078433c8c2 · outbound
This paper cites Angiono, C.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Angiono, C
Reference 1
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Observation 99cc7402-0fa3-4327-a393-6ada9e32909e · outbound
This paper cites Ardizzoni, L.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Ardizzoni, L
Reference 2
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Observation b4501ea4-256b-4285-b5e2-95cbc71c71d5 · outbound
This paper cites an unresolved cited work.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 3
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Observation a620124b-fd7c-4115-9384-fbb030a15f6f · outbound
This paper cites Bayen, M.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Bayen, M
Reference 4
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Observation b0184d0c-a42f-4ad6-8c3a-4386115612f8 · outbound
This paper cites Bourn, M.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Bourn, M
Reference 5
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Observation 4ced3755-a3d7-4051-b0fd-b097ba4a689c · outbound
This paper cites Post-Lie deformations of pre-Lie algebras and their applications in Regularity Structures.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Post-Lie deformations of pre-Lie algebras and their applications in Regularity Structures
Reference 6
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Observation 8a43ff54-496c-4e9a-96e4-6471d774dc34 · outbound
This paper cites Buchberger,An algorithm for finding a basis for the residue class ring of a zero-dimensional polyno- mial ideal.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Buchberger,An algorithm for finding a basis for the residue class ring of a zero-dimensional polyno- mial ideal
Reference 7
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Observation 30c51aed-7dd7-4f58-bed9-f693cbb4bef3 · outbound
This paper cites Burde, K.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Burde, K
Reference 8
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Observation 5b68282a-da8e-4aba-90a7-e5bc42cf169d · outbound
This paper cites The Cartier-Quillen-Milnor-Moore theorem in the Post-Hopf case.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence The Cartier-Quillen-Milnor-Moore theorem in the Post-Hopf case
Reference 9
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Observation 462a1ffb-194e-47fb-a831-d0e0d305f57e · outbound
This paper cites Chapoton, M.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Chapoton, M
Reference 10
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Observation 50761b21-b462-401b-b565-ed45bb963320 · outbound
This paper cites Curry, K.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Curry, K
Reference 11
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Observation a65cceb0-7734-4540-b0b4-021ec76be82d · outbound
This paper cites Dotsenko, J.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Dotsenko, J
Reference 12
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Observation 24b6320c-5d19-48df-838a-3cfae7e895d5 · outbound
This paper cites Dotsenko, A.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Dotsenko, A
Reference 13
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Observation 4f0dd1bf-6ddc-4629-bde2-a4db68872cc8 · outbound
This paper cites Dotsenko, M.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Dotsenko, M
Reference 14
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Observation f537c214-5b0e-4224-8e09-5d2e2bc51863 · outbound
This paper cites Drinfeld,On some unsolved problems in quantum group theory.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Drinfeld,On some unsolved problems in quantum group theory
Reference 15
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Observation fba2865d-f3c5-48fa-8dec-bb1d19cc13d6 · outbound
This paper cites Ebrahimi-Fard, A.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Ebrahimi-Fard, A
Reference 16
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Observation 63ba7b7b-e620-4c5e-b800-0ac8916f0d68 · outbound
This paper cites Esposito, A.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Esposito, A
Reference 17
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Observation 417b0da7-10ff-4a86-a560-a74e0604aa13 · outbound
This paper cites Etingof, D.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Etingof, D
Reference 18
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Observation d8ede415-e19d-4f9e-9bdf-483f50dd2f4d · outbound
This paper cites Ferraioli,A gentle introduction to algebraic operads.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Ferraioli,A gentle introduction to algebraic operads
Reference 19
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Observation 12364ad9-be76-445a-a0b4-3b352de1fab4 · outbound
This paper cites Ferri, A.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Ferri, A
Reference 20
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Observation f505e78b-3be9-40cd-a705-f96e0a75c498 · outbound
This paper cites Foissy:Extension of the product of a post-Lie algebra and application to the SISO feedback transfor- mation group.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Foissy:Extension of the product of a post-Lie algebra and application to the SISO feedback transfor- mation group
Reference 21
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Observation cacc60ab-4b00-42fd-b976-a68a3dbad911 · outbound
This paper cites an unresolved cited work.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 22
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Observation 952f056c-5cfc-43e2-9c7a-5332c1258238 · outbound
This paper cites Guarnieri, L.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Guarnieri, L
Reference 23
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Observation 9cad3645-cfdf-471f-8801-899f093d60ac · outbound
This paper cites Hoffbeck:A Poincar´ e-Birkhoff-Witt criterion for Koszul operads.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Hoffbeck:A Poincar´ e-Birkhoff-Witt criterion for Koszul operads
Reference 24
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Observation e6cb13a4-60ae-46fb-9042-e8aefe0ba40e · outbound
This paper cites Janelidze, L.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Janelidze, L
Reference 25
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Observation 280f91b7-22cb-4fbc-81ad-e1b79d6de58c · outbound
This paper cites Kontsevich,Deformation Quantization of Poisson Manifolds.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Kontsevich,Deformation Quantization of Poisson Manifolds
Reference 26
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Observation 4b2fce2c-88cf-4778-88de-8089fa4d6b1e · outbound
This paper cites an unresolved cited work.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 27
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Observation 5b6687bf-9dde-4332-a0a2-7ab798a2f8ee · outbound
This paper cites Homotopy theory of post-Lie algebras.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Homotopy theory of post-Lie algebras
Reference 28
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Observation bf879e80-a240-4ae2-a44c-c7c2cd4b4bfb · outbound
This paper cites On the sub-adjacent Hopf algebra of the universal enveloping algebra of a post-Lie algebra.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence On the sub-adjacent Hopf algebra of the universal enveloping algebra of a post-Lie algebra
Reference 29
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Observation 57b3987e-8e2f-4659-9810-8291dea1d559 · outbound
This paper cites an unresolved cited work.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 30
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Observation 50ee609f-5a73-4601-bc4d-909e9a314718 · outbound
This paper cites Post-Hopf algebras, relative Rota-Baxter operators and solutions of the Yang-Baxter equation.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Post-Hopf algebras, relative Rota-Baxter operators and solutions of the Yang-Baxter equation
Reference 31
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Observation 8b34dded-610d-49ba-bb73-e6c3b953dbaa · outbound
This paper cites Vallette,Algebraic Operads.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Vallette,Algebraic Operads
Reference 32
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Observation 8b212485-8865-42a4-8288-6707a1b08193 · outbound
This paper cites A bialgebra theory of post-Lie algebras via Manin triples and generalized Hessian Lie groups.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence A bialgebra theory of post-Lie algebras via Manin triples and generalized Hessian Lie groups
Reference 33
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Observation faa258a2-890e-4c2a-acef-8f40579d55be · outbound
This paper cites Lu,Hopf Algebroids and quantum groupoids, Internat.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Lu,Hopf Algebroids and quantum groupoids, Internat
Reference 34
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Observation 99406841-7348-4ce9-91b6-e20d9b5c24c7 · outbound
This paper cites Markl, S.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Markl, S
Reference 35
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Observation d9da2f1a-7942-4105-8f08-d3412b323360 · outbound
This paper cites Mill` es,Andr´ e-Quillen cohomomogy of algebras over an operad.Adv.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Mill` es,Andr´ e-Quillen cohomomogy of algebras over an operad.Adv
Reference 36
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Observation d3600b9f-52ea-4cfb-96b1-62c506c01ebc · outbound
This paper cites Milnor, J.C.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Milnor, J.C
Reference 37
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Observation 1ba36646-079f-4437-a52a-cea72e809850 · outbound
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An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 38
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Observation 7edc7006-37ca-4900-912c-b0a9c5a3d278 · outbound
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An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 39
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Observation cdadbb19-6a36-42ac-a25d-5ff5db0eced8 · outbound
This paper cites Sciandra,Yetter–Drinfeld post-Hopf algebras and Yetter–Drinfeld relative Rota-Baxter operators.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Sciandra,Yetter–Drinfeld post-Hopf algebras and Yetter–Drinfeld relative Rota-Baxter operators
Reference 40
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Observation 5c0a6fd6-8b99-43d6-9aef-b57896ef7e1d · outbound
This paper cites ˇSevera,Quantization of Lie bialgebras revisited.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence ˇSevera,Quantization of Lie bialgebras revisited
Reference 41
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Observation d48588fe-7760-4827-b901-2e167e5ba1cf · outbound
This paper cites Sheng, X.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Sheng, X
Reference 42
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Observation 9280e69a-2ac7-4ca3-a0bf-456ba17422d7 · outbound
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An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 43
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Observation 9232296f-6e96-4a14-923d-1fb82945cc30 · outbound
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An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 44
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Observation 428957e2-bfc8-4ace-9079-7f32042d7ea1 · outbound
This paper cites Vallette,Homology of generalised partition posets.
An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Vallette,Homology of generalised partition posets
Reference 45
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Observation 30f0dccf-7caf-4590-a876-ed94e039c55a · outbound
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An infinitesimal deformation of the post-Lie and post-Hopf algebra correspondence Unresolved cited work
Reference 46
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