Search Results - "Coquereaux, R."

Multiplicities, Pictographs, and Volumes by Coquereaux, R.

“…The present contribution is the written counterpart of a talk given in Yerevan at the SQS’2019 International Workshop “Supersymmetries and Quantum Symmetries”…”
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Notes on TQFT Wire Models and Coherence Equations for SU(3) Triangular Cells by Coquereaux, Robert

“…After a summary of the TQFT wire model formalism we bridge the gap from Kuperberg equations for SU(3) spiders to Ocneanu coherence equations for systems of…”
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Torus structure on graphs and twisted partition functions for minimal and affine models by Coquereaux, R., Huerta, M.

“…Using the Ocneanu quantum geometry of ADE diagrams (and of other diagrams belonging to higher Coxeter–Dynkin systems), we discuss the classification of twisted…”
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Twisted partition functions for ADE boundary conformal field theories and Ocneanu algebras of quantum symmetries by Coquereaux, R., Schieber, G.

“…For every ADE Dynkin diagram, we give a realization, in terms of usual fusion algebras (graph algebras), of the algebra of quantum symmetries described by the…”
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Quantum McKay correspondence and global dimensions for fusion and module-categories associated with Lie groups by Coquereaux, R.

“…Global dimensions for fusion categories Ak(G) defined by a pair (G,k), where G is a Lie group and k a positive integer, are expressed in terms of Lie quantum…”
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Coxeter and Dynkin Diagrams and Their Associated Twisted Partition Functions for the Virasoro Minimal Models by Coquereaux, R., Huerta, M.

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Triangular Dissections, Aperiodic Tilings, and Jones Algebras by Coquereaux, R.

“…The Brattelli diagram associated with a given bicolored Dynkin-Coxeter graph of type A n determines planar fractal sets obtained by infinite dissections of a…”
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Finite dimensional quantum group covariant differential calculus on a complex matrix algebra by Coquereaux, R., Garcı́a, A.O., Trinchero, R.

“…Using the fact that the algebra M 3( C) of 3×3 complex matrices can be taken as a reduced quantum plane, we build a differential calculus Ω(S) on the quantum…”
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Hopf stars, twisted Hopf stars and scalar products on quantum spaces by Coquereaux, R., Garcı́a, A.O., Trinchero, R.

“…The properties of Hopf star operations and twisted Hopf star operations on quantum groups are discussed in relation with the theory of representations (star…”
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String structures on loop bundles by COQUEREAUX, R, PILCH, K

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Geometry of multidimensional universes by Coquereaux, R., Jadczyk, A.

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Currents on Grassmann algebras by Coquereaux, R., Ragoucy, E.

“…We define currents on a Grassmann algebra Gr( N) with N generators as distributions on its exterior algebra (using the symmetric wedge product). We interpret…”
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Racah–Wigner quantum 6 J symbols, Ocneanu cells for A N diagrams and quantum groupoids by Coquereaux, R.

“…We relate quantum 6 J symbols of various types (quantum versions of Wigner and Racah symbols) to Ocneanu cells associated with A N Dynkin diagrams. We check…”
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Global dimensions for Lie groups at level k and their conformally exceptional quantum subgroups by Coquereaux, Robert

“…We obtain formulae giving global dimensions for fusion categories defined by Lie groups G at level k and for the associated module-categories obtained via…”
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Clifford Algebras, Spinors and Fundamental Interactions: Twenty Years After by Coquereaux, R.

“… This is a short review of the algebraic properties of Clifford algebras and spinors. Their use in the description of fundamental physics (elementary…”
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Racah - Wigner quantum 6j Symbols, Ocneanu Cells for AN diagrams, and quantum groupoids by Coquereaux, Robert

“…We relate quantum 6J symbols of various types (quantum versions of Wigner and Racah symbols) to Ocneanu cells associated with AN Dynkin diagrams. We check…”
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Symmetries of Einstein-Yang-Mills fields and dimensional reduction by COQUEREAUX, R, JADCZYK, A

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Fermionic expansion in quantum electrodynamics by Coquereaux, Robert

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Extended super-Kač-Moody algebras and their super-derivation algebras by COQUEREAUX, R, FRAPPAT, L, RAGOUCY, E, SORBA, P

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Remarks on the differential envelopes of associative algebras by Coquereaux, R., Kastler, D.

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