Results 331 to 339 of about 9,215,739 (339)
Recherches économiques de Louvain, 2009 Résumé La réforme du gouvernement d’entreprise est de nouveau d’actualité, suite aux répercussions d’Enron et aux prises de risques excessives de certaines institutions financières. Toutefois, il semble que la recherche de nouveaux modèles de gouvernement d’entreprise manque souvent de lignes directrices.
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2013
The normative principles of democracy can be combined in different ways in theory, and in practical implementations. As Kohler-Koch and Rittberger (2007: 3) have pointed out, different strands in democratic theory do not differ with respect to the basic normative assumptions about democracy’s essence, but in their emphasis on different dimensions of ...
Bochsler, Daniel, Kriesi, Hanspeter
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The normative principles of democracy can be combined in different ways in theory, and in practical implementations. As Kohler-Koch and Rittberger (2007: 3) have pointed out, different strands in democratic theory do not differ with respect to the basic normative assumptions about democracy’s essence, but in their emphasis on different dimensions of ...
Bochsler, Daniel, Kriesi, Hanspeter
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A Varieties Approach to the Varieties of Capitalism
2015The Cold War world of systems competition between socialism and capitalism is long gone. Today we have only varieties of capitalism. It is thus all the more important to develop the study of these varieties. The Varieties of Capitalism (VOC) school is content to demonstrate, by means of handy constrained optimisation models, that there is an ...
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1992
The most important invariant of a linear subspace of affine space is its dimension. For affine varieties, we have seen numerous examples which have a clearly defined dimension, at least from a naive point of view. In this chapter, we will carefully define the dimension of any affine or projective variety and show how to compute it.
Donal O’Shea +2 more
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The most important invariant of a linear subspace of affine space is its dimension. For affine varieties, we have seen numerous examples which have a clearly defined dimension, at least from a naive point of view. In this chapter, we will carefully define the dimension of any affine or projective variety and show how to compute it.
Donal O’Shea +2 more
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Schubert Varieties and the Variety of Complexes
1983De Concini and Strickland [s] have obtained interesting results on the “variety of complexes” (e.g. the Cohen-Macaulay nature of its irreducible components) by introducing certain “standard monomials” in its study (see also Kempf [6] for an earlier study of the variety of complexes and [3] for other references).
C. Musili, Conjeeveram S. Seshadri
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Varieties of pleasure, varieties of desire
2009Because the Epicureans proclaim that pleasure is the highest good, they have often been tarred with the same brush that tars all hedonists: that they are unscrupulous, unbridled sensualists, busy stuffing themselves with dainties from the local Epicurean shop before engaging in lascivious dances and disgusting orgies.
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