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Paper Citation Record · LEDGER

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields

As of 20 August 2026, this Paper Citation Record lists 47 of 47 outbound references and 0 inbound Pith citation observations for arXiv:2506.21496.

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pith.paper-citation-record.v1
2506.21496 v1

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measured 47 of 47 reference resolution

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47 of 47 outbound references displayed

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Outbound references

Observation 00e456a8-b3fd-4511-b741-a5a63df1cab7 · outbound

This paper cites Noncommutative Geometry,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Noncommutative Geometry,

Reference 1

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This paper cites On the spectral characterization of manifolds,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields On the spectral characterization of manifolds,

Reference 2

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This paper cites Noncommutative Geometry, Quantum Fields and Motives,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Noncommutative Geometry, Quantum Fields and Motives,

Reference 3

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This paper cites The Standard Model, the Pati-Salam Model, and ’Jordan Geometry’,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields The Standard Model, the Pati-Salam Model, and ’Jordan Geometry’,

Reference 5

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Observation a4c1ceb9-348d-4754-9dd2-aa5ba7394c12 · outbound

This paper cites Particle models from special Jordan backgrounds and spectral triples,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Particle models from special Jordan backgrounds and spectral triples,

Reference 6

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Observation b04e02b9-0052-4ea4-9462-789260ce7925 · outbound

This paper cites The $n$-point Exceptional Universe.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields The $n$-point Exceptional Universe

Reference 7

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Observation 39cb9432-e10a-46b0-ab7b-2bcd1adf3fe0 · outbound

This paper cites Non-Associative Geometry and the Spectral Action Principle,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Non-Associative Geometry and the Spectral Action Principle,

Reference 8

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This paper cites Structure and Representations of Jordan Algebras,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Structure and Representations of Jordan Algebras,

Reference 9

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This paper cites General Theory of Natural Equivalences,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields General Theory of Natural Equivalences,

Reference 10

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This paper cites Extensions of general algebras,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Extensions of general algebras,

Reference 11

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Observation 8416b1b7-1a8f-4e9a-9e25-94915a489f14 · outbound

This paper cites On the Cohomology Groups of an Associative Algebra,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields On the Cohomology Groups of an Associative Algebra,

Reference 12

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This paper cites Triples, algebras and cohomology,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Triples, algebras and cohomology,

Reference 13

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This paper cites Structure and representation of nonassociative algebras,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Structure and representation of nonassociative algebras,

Reference 14

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields An introduction to nonassociative algebras,

Reference 15

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This paper cites Rethinking Connes’ Approach to the Standard Model of Particle Physics via Non-Commutative Geometry,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Rethinking Connes’ Approach to the Standard Model of Particle Physics via Non-Commutative Geometry,

Reference 16

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This paper cites Gravity coupled with matter and the foundation of non-commutative geometry.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Gravity coupled with matter and the foundation of non-commutative geometry

Reference 17

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields An Introduction to Noncommutative Spaces and Their Geometry,

Reference 18

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This paper cites Alg` ebre: Chapitres 1 ` a 3.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Alg` ebre: Chapitres 1 ` a 3

Reference 19

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Introduction to Octonion and Other Non-Associative Algebras in Physics,

Reference 20

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Rings that are nearly associative,

Reference 21

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This paper cites Classification of Some Graded Not Necessarily Associative Division Algebras I,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Classification of Some Graded Not Necessarily Associative Division Algebras I,

Reference 22

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Extended Higgs Sector on Noncommutative Geometry and Nonasso- ciative Lepton Chiral Symmetry,

Reference 23

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This paper cites Differential Calculus on Jordan Algebras and Jordan Modules,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Differential Calculus on Jordan Algebras and Jordan Modules,

Reference 24

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Exceptional Quantum Geometry and Particle Physics,

Reference 25

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Noncommutative geometry and Reality,

Reference 26

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Gravity and the Standard Model with Neutrino Mixing,

Reference 27

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Particle Physics from Almost-Commutative Spacetime,

Reference 28

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields The Octonions,

Reference 29

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Structurable Algebras and Groups of Type E6 and E7,

Reference 30

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields The Standard Model, The Exceptional Jordan Algebra, and Triality

Reference 31

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields The Standard Model within Non-Associative Geometry,

Reference 32

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Cyclic homology for Hom-associative algebras,

Reference 33

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Journal of Mathe- matical Physics,

Reference 34

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields The geometry of physical observables,

Reference 35

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Working with Nonassociative Geometry and Field Theory,

Reference 36

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Observation a27b9938-88a5-4305-a83a-e2d3f4c86179 · outbound

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Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Lie groups in the foundations of geometry,

Reference 37

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Observation f380f26e-9023-4306-8f77-9612b82bd292 · outbound

This paper cites Three generations, two unbroken gauge symmetries, and one eight-dimensional algebra,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Three generations, two unbroken gauge symmetries, and one eight-dimensional algebra,

Reference 38

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This paper cites Majorana neutrinos, exceptional Jordan al- gebra, and mass ratios for charged fermions,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Majorana neutrinos, exceptional Jordan al- gebra, and mass ratios for charged fermions,

Reference 39

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Observation a9bc2fcd-c286-4d0c-b63d-8b01f6f9ff97 · outbound

This paper cites CKM Matrix Parameters from the Exceptional Jordan Algebra,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields CKM Matrix Parameters from the Exceptional Jordan Algebra,

Reference 40

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Observation e0e99fe6-640f-452c-8097-406be2b9611d · outbound

This paper cites Causal Fermion Systems and Octonions.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Causal Fermion Systems and Octonions

Reference 41

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Observation 74de9ef3-b4e0-4713-afbe-13d0dfc3030b · outbound

This paper cites Working with Nonassociative Geometry and Field Theory,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Working with Nonassociative Geometry and Field Theory,

Reference 42

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Observation d9835e1f-603f-48e3-90d5-ef8100b99676 · outbound

This paper cites Resilience of the spectral standard model,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Resilience of the spectral standard model,

Reference 43

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Observation 172dca91-3970-4dda-8786-eac0c1b0fd2b · outbound

This paper cites Extensions of general algebras,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Extensions of general algebras,

Reference 44

Resolution
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Observation 86a814cb-6b98-4134-b992-2b6967f3bb32 · outbound

This paper cites Deducing the symmetry of the standard model from the automor- phism and structure groups of the exceptional Jordan algebra,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Deducing the symmetry of the standard model from the automor- phism and structure groups of the exceptional Jordan algebra,

Reference 45

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Observation cf8350a4-de14-40a2-8a97-a845ddd34549 · outbound

This paper cites Exceptional quantum geometry and particle physics II,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Exceptional quantum geometry and particle physics II,

Reference 46

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Observation 26737531-95b3-4cd6-8c7b-ae6e24472f76 · outbound

This paper cites The Spectral Action Principle,.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields The Spectral Action Principle,

Reference 47

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Observation 77fb5105-d233-4ae8-8132-a0eba482fc29 · outbound

This paper cites Real structures on almost-commutative spectral triples.

Spectral Geometry with Exceptional Symmetry and Charged Higgs Fields Real structures on almost-commutative spectral triples

Reference 48

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