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Index « Auteurs » - entrée « Robert Marsh »
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Robert M. Guralnick < Robert Marsh < Robert Osserman  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 2.
Ident.Authors (with country if any)Title
000121 (1998) Robert Marsh [Royaume-Uni]More Tight Monomials in Quantized Enveloping Algebras
000135 (1996) Robert Marsh [Royaume-Uni]Algorithms to Obtain the Canonical Basis in Some Fundamental Modules of Quantum Groups

List of associated KwdEn.i

Nombre de
documents		Descripteur
2Algebra
2Canonical basis
2Dynkin diagram
2Robert marsh
1Able ector
1Algorithm
1Basic module
1Bny1
1Canonical
1Canonical bases
1Canonical basis element
1Copositive matrices
1Corresponding graph
1Corresponding monomial
1Coxeter generators
1Crystal bases
1Crystal basis
1Crystal basis element
1Crystal basis elements
1Crystal graph
1Definition example
1Determinant
1Dominant weight
1Domino argument
1Dynkin
1Edge labels
1First step
1First term
1Formal tensor
1Fundamental module
1Fundamental modules
1Further understanding
1General description
1Hand side
1Higher cases
1Highest weight
1Highest weight vector
1Identical pairs
1Kashiwara
1Kashiwara operator
1Kashiwara operators
1Leftmost
1Linear algebra appl
1Linear form
1Linear programming techniques
1Linear span
1Longest element
1Longest word
1Lusztig
1Matrix
1Module
1Monomial
1Monomials
1Negative columns
1Nonnegati
1Nonnegative
1Nonnegativity condition
1Nq2yj
1Other coordinates
1Positi
1Positive columns
1Positive integer
1Positive values
1Positivity
1Positivity condition
1Principal submatrix
1Proper subset
1Quadratic
1Quadratic form
1Quantum group
1Recursive algorithm
1Right hand side
1Robert marsh figure
1Same vertex
1Same weight
1Sect
1Smallest element
1Subset
1Tensor
1Test condition
1Tight monomials
1Total order
1Type weight
1Unique interval
1Unique vertex
1Vector space
1Weak nonnegativity
1Weak positivity
1Weight space
1Weight spaces
1Weyl
1Weyl group

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