tensions < tensor < tensorial

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List of bibliographic references

Number of relevant bibliographic references: 68.
[0-20] [0 - 20][0 - 50][20-40]

Ident.	Authors (with country if any)	Title
000161 (2007)	Ottmar Loos [Autriche]	Discriminant algebras of finite rank algebras and quadratic trace modules
000269 (2007)	Shrawan Kumar [États-Unis] ; John R. Stembridge [États-Unis]	Special Isogenies and Tensor Product Multiplicities
000300 (1996)	Vyjayanthi Chari [États-Unis] ; Andrew Pressley [Royaume-Uni, Malte]	Yangians, integrable quantum systems and Dorey's rule
000314 (2009)	Arjeh M. Cohen [Pays-Bas] ; Bart Frenk [Pays-Bas] ; David B. Wales [États-Unis]	Brauer algebras of simply laced type
000450 (1998)	Mark V. Losik [Russie]	Diagonal cohomology of the Lie algebra of vector fields
000523 (1998)	Anastasios Mallios [Grèce]	Characteristic Classes
000555 (2012)	Zajj Daugherty [États-Unis] ; Arun Ram [Australie] ; Rahbar Virk [États-Unis]	Affine and degenerate affine BMW algebras: actions on tensor space
000584 (2007)	P. Ya. Grozman [Suède] ; D. A. Leites [Allemagne, Suède]	Nonholonomic Riemann and Weyl tensors for flag manifolds
000612 (1978)	P. Vámos	On the minimal prime ideals of a tensor product of two fields
000633 (1996)	Askar Dzhumadil Aev [Allemagne]	Virasoro type Lie algebras and deformations
000699 (2013)	David Hernandez [France] ; Bernard Leclerc [France]	Monoidal Categorifications of Cluster Algebras of Type A and D
000725 (2013)	Éric Gourgoulhon [France]	Minkowski Spacetime
000774 (1993)	David J. Grabiner [États-Unis] ; Peter Magyar [États-Unis]	Random Walks in Weyl Chambers and the Decomposition of Tensor Powers
000790 (1988)	A. D. Berenstein [Russie] ; A. V. Zelevinsky [Russie]	Tensor product multiplicities and convex polytopes in partition space
000802 (1998)	Jean-Louis Loday [France]	Smooth Algebras and Other Examples
000817 (1988)	Jean-Pierre Demailly	Vanishing theorems for tensor powers of a positive vector bundle
000923 (2012)	Daniel Belti [Roumanie] ; Karl-Hermann Neeb [Allemagne]	Schur–Weyl Theory for C*‐algebras
000939 (2010)	Vyjayanthi Chari [États-Unis] ; Ghislain Fourier [Allemagne] ; Tanusree Khandai [Inde]	A categorical approach to Weyl modules
000974 (1985)	Theodor Bröcker [Allemagne] ; Tammo Tom Dieck [Allemagne]	Elementary Representation Theory
000A23 (2011)	Henri Bourlès [France] ; Bogdan Marinescu [France]	Rings and Modules
000A28 (1992)	R. Boudet [France]	Les Algebres de Clifford et les transformations des multivecteurs. L’Algebre de Clifford de R(1,3) et la constante de Planck

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