Results 81 to 90 of about 336 (128)
Noncommutative symmetric systems over associative algebras
, 2007 This paper is the first of a sequence of papers [W. Zhao, Differential operator specializations of noncommutative symmetric functions (submitted for publication). math.CO/0509134; W.
Zhao, Wenhua
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Quasi-symmetric functions as polynomial functions on Young diagrams [PDF]
, 2021 We determine the most general form of a smooth function on Young diagrams, that is, a polynomial in the interlacing or multirectangular coordinates whose value depends only on the shape of the diagram.
Féray, Valentin +3 more
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Elementary evolutions in Banach algebra [PDF]
, 2013 An elementary class of evolutions in unital Banach algebras is obtained by integrating product functions over Guichardet's symmetric measure space on the half-line.
Lindsay, J. Martin, Das, Bata Krishna
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Quasi-symmetric functions as polynomial functions on Young diagrams [PDF]
, 2014 We determine the most general form of a smooth function on Young diagrams, that is, a polynomial in the interlacing or multirectangular coordinates whose value depends only on the shape of the diagram.
JEAN-YVES THIBON +7 more
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Noncommutative Vieta Theorem and Symmetric Functions
, 1996 A version of the classical Vieta theorem for free noncommuting variables is given.
Gelfand, Israel, Retakh, Vladimir
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NCSF, A Maple Package for Noncommutative Symmetric Functions
, 2007 This paper describes a Maple package for handling integral noncommutative symmetric and quasi-symmetric functions. It provides for the noncommutative case the same functionalities as J.
Bun-chan-vorac Ung
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The primitives and antipode in the Hopf algebra of symmetric functions in noncommuting variables
Advances in Applied Mathematics, 2011 8 pages; footnote added; references added; further remarks ...
Aaron Lauve, Mitja Mastnak
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Noncommutative symmetric functions and quasi-symmetric functions with two and more paramters
, 2001 We define two-parameter families of noncommutative symmetric functions and quasi-symmetric functions, which appear to be the proper analogues of the Macdonald symmetric functions in these settings.
Hivert, F., Lascoux, A., Thibon, J. -Y.
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Noncommutative symmetric functions and laplace operators for classical Lie algebras [PDF]
Letters in Mathematical Physics, 1995 25 ...
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Noncommutative symmetric functions V: A degenerate version of Uq(glN)
, 1997 We interpret quasi-symmetric functions and noncommutative symmetric functions as characters of a degenerate quantum group obtained by putting q = 0 in a variant of U q (gl N )
Daniel Krob, Jean-Yves Thibon
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