Search results for "G35"

showing 7 items of 7 documents

A mechanism for ejecting a horseshoe from a partially hyperbolic chain recurrence class

2022

We give a $C^1$-perturbation technique for ejecting an a priori given finite set of periodic points preserving a given finite set of homo/hetero-clinic intersections from a chain recurrence class of a periodic point. The technique is first stated under a simpler setting called Markov iterated function system, a two dimensional iterated function system in which the compositions are chosen in Markovian way. Then we apply the result to the setting of three dimensional partially hyperbolic diffeomorphisms.

37B25 37D30 37G35FOS: Mathematics[MATH.MATH-DS] Mathematics [math]/Dynamical Systems [math.DS]Dynamical Systems (math.DS)Mathematics - Dynamical Systems
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Commutator anomalies and the Fock bundle

1990

We show that the anomalous finite gauge transformations can be realized as linear operators acting on sections of the bundle of fermionic Fock spaces parametrized by vector potentials, and more generally, by splittings of the fermionic one-particle space into a pair of complementary subspaces. On the Lie algebra level we show that the construction leads to the standard formula for the relevant commutator anomalies.

CommutatorHigh Energy Physics::Lattice58D30Statistical and Nonlinear Physics58B25Space (mathematics)Linear subspace58G35Fock spaceLinear map81D07Quantum mechanicsLie algebraGauge theoryAnomaly (physics)Mathematical PhysicsMathematical physicsMathematics81E13
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The board of directors and dividenc policy: the effect of gender diversity

2015

In this article, we aim to study the impact on dividends policy of gender diversity on the board of directors (hereinafter BD). We hypothesize that the proportion of women directors, the proportion of independent, institutional, and executive female directors, and the percentage of shares held by female directors on BD, have an impact on the dividends policy of Spanish companies. Our findings, analyzing the whole sample, show that the proportion of female directors and shares held by female directors are positively associated with dividend payout, while the percentage of institutional female directors has a negative impact. The percentage of independent and executive female directors has no…

Economics and EconometricsGender quotaGender diversityBoard of DirectorseducationAccountingLegislationDividend policy0502 economics and businessDiscriminacióG34Gender diversityhealth care economics and organizations050208 financeCorporate governanceM14business.industryG35Corporate governance05 social sciencesDones Situació legal lleis etc.Dividend payout ratioDividend policyIgualtatDividendBusinessListing (finance)050203 business & management
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On the Oort conjecture for Shimura varieties of unitary and orthogonal types

2014

In this paper we study the Oort conjecture on Shimura subvarieties contained generically in the Torelli locus in the Siegel modular variety $\mathcal{A}_g$. Using the poly-stability of Higgs bundles on curves and the slope inequality of Xiao on fibred surfaces, we show that a Shimura curve $C$ is not contained generically in the Torelli locus if its canonical Higgs bundles contains a unitary Higgs subbundle of rank at least $(4g+2)/5$. From this we prove that a Shimura subvariety of $\mathbf{SU}(n,1)$-type is not contained generically in the Torelli locus when a numerical inequality holds, which involves the genus $g$, the dimension $n+1$, the degree $2d$ of CM field of the Hermitian space,…

Pure mathematicsAlgebra and Number TheoryConjectureSubvarietyMathematics::Number Theory010102 general mathematicsFibered knot01 natural sciencesMathematics - Algebraic GeometryMathematics::Algebraic Geometry11G15 14G35 14H400103 physical sciencesSubbundleFOS: Mathematics010307 mathematical physics0101 mathematicsTotally real number fieldLocus (mathematics)Variety (universal algebra)CM-fieldAlgebraic Geometry (math.AG)Mathematics
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Affine-invariant rank tests for multivariate independence in independent component models

2016

We consider the problem of testing for multivariate independence in independent component (IC) models. Under a symmetry assumption, we develop parametric and nonparametric (signed-rank) tests. Unlike in independent component analysis (ICA), we allow for the singular cases involving more than one Gaussian independent component. The proposed rank tests are based on componentwise signed ranks, à la Puri and Sen. Unlike the Puri and Sen tests, however, our tests (i) are affine-invariant and (ii) are, for adequately chosen scores, locally and asymptotically optimal (in the Le Cam sense) at prespecified densities. Asymptotic local powers and asymptotic relative efficiencies with respect to Wilks’…

Statistics and ProbabilityMultivariate statisticssingular information matricesRank (linear algebra)Gaussianuniform local asymptotic02 engineering and technology01 natural sciencesdistribution-free testsCombinatoricstests for multivariate independence010104 statistics & probabilitysymbols.namesakenormaalius0202 electrical engineering electronic engineering information engineeringApplied mathematics0101 mathematicsStatistique mathématiqueIndependence (probability theory)Parametric statisticsMathematicsDistribution-free testsuniform local asymptotic normalityNonparametric statistics020206 networking & telecommunicationsIndependent component analysisrank testsAsymptotically optimal algorithmsymbolsindependent component models62H1562G35Statistics Probability and UncertaintyUniform local asymptotic normality62G10
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On the arithmetic of a family of degree-two K3 surfaces

2018

Let $\mathbb{P}$ denote the weighted projective space with weights $(1,1,1,3)$ over the rationals, with coordinates $x,y,z,$ and $w$; let $\mathcal{X}$ be the generic element of the family of surfaces in $\mathbb{P}$ given by \begin{equation*} X\colon w^2=x^6+y^6+z^6+tx^2y^2z^2. \end{equation*} The surface $\mathcal{X}$ is a K3 surface over the function field $\mathbb{Q}(t)$. In this paper, we explicitly compute the geometric Picard lattice of $\mathcal{X}$, together with its Galois module structure, as well as derive more results on the arithmetic of $\mathcal{X}$ and other elements of the family $X$.

Surface (mathematics)Rational numberPure mathematicsDegree (graph theory)Mathematics - Number TheoryGeneral Mathematics010102 general mathematics11G35 14J2801 natural sciencesMathematics - Algebraic GeometryTheoryofComputation_ANALYSISOFALGORITHMSANDPROBLEMCOMPLEXITY0103 physical sciencesFOS: Mathematics010307 mathematical physicsNumber Theory (math.NT)0101 mathematicsArithmeticElement (category theory)Weighted projective spaceAlgebraic Geometry (math.AG)Mathematics
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La politique de dividende permet-elle de discipliner les dirigeants?

2010

Depuis près de 25 ans, la théorie de l’agence (Easterbrook, 1984 ; Jensen, 1986) postule que les actionnaires demandent des dividendes pour discipliner les dirigeants. Une analyse approfondie de la littérature montre cependant que la politique de dividende ne constitue pas un mécanisme efficace de gouvernance, pour au moins trois raisons : les attentes des divers groupes d’actionnaires sont variées en matière de versement de dividendes ; les entreprises concernées présentent des caractéristiques spécifiques ; la gouvernance des entreprises est de « faible » qualité du point de vue des actionnaires minoritaires.

dividendes;fiscalité;asymétrie d’information;biais comportementaux;opportunités d’investissement;gouvernance;parties prenantes.politique de dividende[SHS.GESTION]Humanities and Social Sciences/Business administrationjel:G30discipliner les dirigeants[SHS.GESTION] Humanities and Social Sciences/Business administration[ SHS.GESTION ] Humanities and Social Sciences/Business administrationjel:G35
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