Functorial relationship between multirings and the various abstract theories of quadratic forms

@inproceedings{Ribeiro2016FunctorialRB,
  title={Functorial relationship between multirings and the various abstract theories of quadratic forms},
  author={Hugo Rafael Ribeiro and Kaique Matias de Andrade Roberto and Hugo Luiz Mariano},
  year={2016}
}
We register, explicitly, equivalences and dual equivalences between categories of abstract quadratic forms theories and (sub)categories of multirings and multifields. 1 Multigroups and Multirings This section is a compiled o basic definitions and results included for the convenience of the reader. For more details, consult [6]. Multigroups are a generalization of groups. We can think that a multigroup is a group with a multivalued operation: Definition 1.1 Amultigroup is a quadruple (G, ∗, r, 1… CONTINUE READING

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SHOWING 1-8 OF 8 REFERENCES

Real reduced multirings and multifields

VIEW 6 EXCERPTS
HIGHLY INFLUENTIAL

Les groupes speciaux. Aspects algebriques et combinatoires de la theorie des espaces d’ordres abstraits

Arileide Lira de Lima
  • PhD thesis,
  • 1996
VIEW 3 EXCERPTS
HIGHLY INFLUENTIAL

Real semigroups and abstract real spectra

M Dickmann, A Petrovich
  • i. Contemporary Mathematics,
  • 2004
VIEW 1 EXCERPT

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