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Author ID: angles.pierre Recent zbMATH articles by "Anglès, Pierre"
Published as: Anglès, Pierre; Anglès, P.; Angles, Pierre
Documents Indexed: 22 Publications since 1980, including 2 Books
Reviewing Activity: 6 Reviews
Co-Authors: 4 Co-Authors with 3 Joint Publications
71 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

12 Publications have been cited 47 times in 26 Documents Cited by Year
Construction de revetements du groupe conforme d’un espace vectoriel muni d’une ”métrique” de type (p,q). Zbl 0447.53047
Angles, Pierre
12
1980
Conformal groups in geometry and spin structures. Zbl 1136.53001
Anglès, Pierre
11
2008
The structure of the Clifford algebra. Zbl 1182.15012
Anglès, Pierre
7
2009
Real conformal spin structures on manifolds. Zbl 0654.53015
Anglès, Pierre
4
1988
Study of some fundamental projective quadrics associated with a standard pseudo-Hermitian space \(H_{p,q}\). Zbl 1257.53019
Anglès, Pierre
3
2011
Algèbres de Clifford \(C^+_{r,s}\) des espaces quadratiques pseudo- euclidiens standards \(E_{r,s}\) et structures correspondantes sur des espaces de spineurs associés. Plongements naturels des quadratiques projectives réelles \(\tilde Q(E_{r,s})\) attachées aux espaces \(E_{r,s}\). (Clifford algebras \(C^+_{r,s}\) of the quadratic standard pseudo-Euclidean spaces \(E_{r,s}\) and corresponding structures on the associated spinor spaces. Natural immersions of the real projective quadrics \(\tilde Q(E_{r,s})\) belonging to the spaces \(E_{r,s}.)\). Zbl 0609.53006
Angles, Pierre
3
1986
Dimension of Clifford algebras for pseudo-Hermitian spaces \(H_{p,q}\). Zbl 1195.15026
Anglès, Pierre
2
2010
The unification of mathematics. Geometric algebras, algebraic geometry and the philosophy of Langlands. (L’unification des mathématiques. Algèbres géométriques, géométrie algébrique et philosophie de Langlands.) Zbl 1270.00014
Parrochia, Daniel; Micali, Artibano; Anglès, Pierre
1
2012
Study of the triality in arbitrary signature \((r,s)\) for standard real vector spaces \(E_{r,s}\) of dimension \(m=r+s=2k\). (Étude de la trialité en signature \((r,s)\) quelconque pour les espaces vectoriels réels \(E_{r,s}\) standards de dimension \(m=r+s=2k\).) Zbl 0920.11025
Anglès, Pierre
1
1998
A few comments on conformal spin structures and conformal \(\mathrm{U}(1)\)-spin structures on a pseudo-Riemannian \(2r\)-dimensional manifold \(V\). Zbl 1426.53067
Anglès, Pierre
1
2017
Creation and annihilation operators and Clifford algebras. (Opérateurs de création et d’annihilation et algèbres de Clifford.) Zbl 1266.81104
Anglès, Pierre; Clerc, Rene-Louis
1
2003
A few comments on the Clifford algebra \(C\ell_2\) of the standard Euclidean plane. Zbl 1277.15016
Anglès, Pierre
1
2012
A few comments on conformal spin structures and conformal \(\mathrm{U}(1)\)-spin structures on a pseudo-Riemannian \(2r\)-dimensional manifold \(V\). Zbl 1426.53067
Anglès, Pierre
1
2017
The unification of mathematics. Geometric algebras, algebraic geometry and the philosophy of Langlands. (L’unification des mathématiques. Algèbres géométriques, géométrie algébrique et philosophie de Langlands.) Zbl 1270.00014
Parrochia, Daniel; Micali, Artibano; Anglès, Pierre
1
2012
A few comments on the Clifford algebra \(C\ell_2\) of the standard Euclidean plane. Zbl 1277.15016
Anglès, Pierre
1
2012
Study of some fundamental projective quadrics associated with a standard pseudo-Hermitian space \(H_{p,q}\). Zbl 1257.53019
Anglès, Pierre
3
2011
Dimension of Clifford algebras for pseudo-Hermitian spaces \(H_{p,q}\). Zbl 1195.15026
Anglès, Pierre
2
2010
The structure of the Clifford algebra. Zbl 1182.15012
Anglès, Pierre
7
2009
Conformal groups in geometry and spin structures. Zbl 1136.53001
Anglès, Pierre
11
2008
Creation and annihilation operators and Clifford algebras. (Opérateurs de création et d’annihilation et algèbres de Clifford.) Zbl 1266.81104
Anglès, Pierre; Clerc, Rene-Louis
1
2003
Study of the triality in arbitrary signature \((r,s)\) for standard real vector spaces \(E_{r,s}\) of dimension \(m=r+s=2k\). (Étude de la trialité en signature \((r,s)\) quelconque pour les espaces vectoriels réels \(E_{r,s}\) standards de dimension \(m=r+s=2k\).) Zbl 0920.11025
Anglès, Pierre
1
1998
Real conformal spin structures on manifolds. Zbl 0654.53015
Anglès, Pierre
4
1988
Algèbres de Clifford \(C^+_{r,s}\) des espaces quadratiques pseudo- euclidiens standards \(E_{r,s}\) et structures correspondantes sur des espaces de spineurs associés. Plongements naturels des quadratiques projectives réelles \(\tilde Q(E_{r,s})\) attachées aux espaces \(E_{r,s}\). (Clifford algebras \(C^+_{r,s}\) of the quadratic standard pseudo-Euclidean spaces \(E_{r,s}\) and corresponding structures on the associated spinor spaces. Natural immersions of the real projective quadrics \(\tilde Q(E_{r,s})\) belonging to the spaces \(E_{r,s}.)\). Zbl 0609.53006
Angles, Pierre
3
1986
Construction de revetements du groupe conforme d’un espace vectoriel muni d’une ”métrique” de type (p,q). Zbl 0447.53047
Angles, Pierre
12
1980

Citations by Year