Search results for " table"

showing 10 items of 560 documents

Automatisation des tableaux de bord et cohérence des comportements

2007

International audience; Cet article a pour objet de s'interroger sur les rapports entre l'automatisation des tableaux de bord et la cohérence des comportements. Il ressort de l'étude de deux cas, celui d'une entreprise industrielle et celui d'une banque, que l'augmentation de la formalisation ne crée pas davantage de rigidité mais produit au contraire plus de dynamique ou de continuité et de permanence. Cependant, les résultats montrent aussi la limite d'une gestion automatique de la cohérence dans la mesure où la production des informations nécessaires à l'adaptation à long terme de la firme semble difficilement automatisable.

CohérenceCohérenceContrôle de gestionPerformanceAutomatisation des tableaux de bordContrôle de gestionAutomatisation des tableaux de bordPerformance[SHS.GESTION]Humanities and Social Sciences/Business administration[SHS.GESTION] Humanities and Social Sciences/Business administration[ SHS.GESTION ] Humanities and Social Sciences/Business administration
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Groups with a small average number of zeros in the character table

2021

Abstract We classify finite groups with a small average number of zeros in the character table.

CombinatoricsAlgebra and Number TheoryCharacter tableFOS: MathematicsGroup Theory (math.GR)Mathematics - Group TheoryMathematics
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On the number of zeros in the columns of the character table of a group

2004

CombinatoricsAlgebra and Number TheoryCharacter tableGroup (mathematics)MathematicsJournal of Algebra
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Sylow normalizers and character tables, II

2002

Suppose thatG is a finitep-solvable group and letPe Syl p (G). In this note, we prove that the character table ofG determines ifN G(itP)/P is abelian.

CombinatoricsDiscrete mathematicsCharacter tableGroup (mathematics)General MathematicsSylow theoremsAbelian groupAlgebra over a fieldMathematicsIsrael Journal of Mathematics
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BOUNDING THE NUMBER OF IRREDUCIBLE CHARACTER DEGREES OF A FINITE GROUP IN TERMS OF THE LARGEST DEGREE

2013

We conjecture that the number of irreducible character degrees of a finite group is bounded in terms of the number of prime factors (counting multiplicities) of the largest character degree. We prove that this conjecture holds when the largest character degree is prime and when the character degree graph is disconnected.

CombinatoricsDiscrete mathematicsFinite groupOrientation characterAlgebra and Number TheoryCharacter (mathematics)Degree (graph theory)Character tableApplied MathematicsPrime factorCharacter groupPrime (order theory)MathematicsJournal of Algebra and Its Applications
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Central Units, Class Sums and Characters of the Symmetric Group

2010

In the search for central units of a group algebra, we look at the class sums of the group algebra of the symmetric group S n in characteristic zero, and we show that they are units in very special instances.

CombinatoricsDiscrete mathematicsSymmetric algebraAlgebra and Number TheoryCharacter tableSymmetric groupQuaternion groupAlternating groupGroup algebraPermutation groupGroup ringMathematicsCommunications in Algebra
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Periodic Solutions of the Second Order Quadratic Rational Difference Equation $$x_{n+1}=\frac{\alpha }{(1+x_n)x_{n-1}} $$ x n + 1 = α ( 1 + x n ) x n…

2016

The aim of this article is to investigate the periodic nature of solutions of a rational difference equation $$x_{n+1}=\frac{\alpha }{(1+x_n)x_{n-1}}. {(*)} $$ We explore Open Problem 3.3 given in Amleh et al. (Int J Differ Equ 3(1):1–35, 2008, [2]) that requires to determine all periodic solutions of the equation (*). We conclude that for the equation (*) there are no periodic solution with prime period 3 and 4. Period 7 is first period for which exists nonnegative parameter \(\alpha \) and nonnegative initial conditions.

CombinatoricsEquilibrium pointQuadratic equationRational difference equationPeriod (periodic table)Differential equationOpen problemMathematical analysisOrder (ring theory)Prime (order theory)Mathematics
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The minimal number of characters over a normal p-subgroup

2007

Abstract If N is a normal p-subgroup of a finite group G and θ ∈ Irr ( N ) is a G-invariant irreducible character of N, then the number | Irr ( G | θ ) | of irreducible characters of G over θ is always greater than or equal to the number k p ′ ( G / N ) of conjugacy classes of G / N consisting of p ′ -elements. In this paper, we investigate when there is equality.

CombinatoricsFinite groupAlgebra and Number TheoryCharacter (mathematics)Brauer's theorem on induced charactersConjugacy classCharacter tableCharactersCounting charactersFinite groupsNormal p-subgroupsMathematicsJournal of Algebra
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Finite Group Elements where No Irreducible Character Vanishes

1999

AbstractIn this paper, we consider elements x of a finite group G with the property that χ(x)≠0 for all irreducible characters χ of G. If G is solvable and x has odd order, we show that x must lie in the Fitting subgroup F(G).

CombinatoricsFinite groupAlgebra and Number TheoryCharacter (mathematics)Character tableOrder (group theory)(gK)-moduleFitting subgroupMathematicsJournal of Algebra
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Real constituents of permutation characters

2022

Abstract We prove a broad generalization of a theorem of W. Burnside about the existence of real characters of finite groups to permutation characters. If G is a finite group, under the necessary hypothesis of O 2 ′ ( G ) = G , we can also give some control on the parity of multiplicities of the constituents of permutation characters (a result that needs the Classification of Finite Simple Groups). Along the way, we give a new characterization of the 2-closed finite groups using odd-order real elements of the group. All this can be seen as a contribution to Brauer's Problem 11 which asks how much information about subgroups of a finite group can be determined by the character table.

CombinatoricsFinite groupAlgebra and Number TheoryCharacter tableClassification of finite simple groupsParity (mathematics)MathematicsJournal of Algebra
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