Results 271 to 280 of about 137,479 (299)
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The Annals of Mathematics, 1971
The second author proved, in [27], a duality theorem for general locally compact groups as a generalization of the so-called Tannaka duality theorem for compact groups. In the proof, the regular representation plays an essential role. In order to clarify the role of the regular representation in duality theory, the first author gave, in [23], a ...
Takesaki, Masamichi, Tatsuuma, Nobuhiko
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The second author proved, in [27], a duality theorem for general locally compact groups as a generalization of the so-called Tannaka duality theorem for compact groups. In the proof, the regular representation plays an essential role. In order to clarify the role of the regular representation in duality theory, the first author gave, in [23], a ...
Takesaki, Masamichi, Tatsuuma, Nobuhiko
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Industrial Marketing Management, 2006
This paper introduces the topic of dealing with dualities, which is the theme of this special issue. We first give a short review of the notion of paradox and duality in management research. After this, we discuss the relevance of dualities for the IMP approach of analyzing industrial networks.
Dittrich, K. +3 more
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This paper introduces the topic of dealing with dualities, which is the theme of this special issue. We first give a short review of the notion of paradox and duality in management research. After this, we discuss the relevance of dualities for the IMP approach of analyzing industrial networks.
Dittrich, K. +3 more
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Duality and the Duality Controversy
2011The technique of pole and polar is applied to the theorems of projective geometry described in Chapter 3, and it shown that new theorems result. This leads to the idea of a duality in the new geometry, in which the words point and line are interchanged, and the adjectives collinear and concurrent are interchanged. This theory can be extended to yield a
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Journal of Optimization Theory and Applications, 2007
The authors consider a convex programming problem involving inequality, equality and set constraints with functions defined on a Hausdorff locally convex topological vector space together with its Lagrangian dual. They prove the basic connections between the set of \(\epsilon\)-minimizers, the set of \(\epsilon\)-Kuhn-Tucker vectors, the set of points ...
Scovel, C., Hush, D., Steinwart, I.
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The authors consider a convex programming problem involving inequality, equality and set constraints with functions defined on a Hausdorff locally convex topological vector space together with its Lagrangian dual. They prove the basic connections between the set of \(\epsilon\)-minimizers, the set of \(\epsilon\)-Kuhn-Tucker vectors, the set of points ...
Scovel, C., Hush, D., Steinwart, I.
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Mesh duality and Legendre duality
Proceedings of the Royal Society of London. A. Mathematical and Physical Sciences, 1990Abstract We describe a sense in which mesh duality is equivalent to Legendre duality. That is, a general pair of meshes, which satisfy a definition of duality for meshes, are shown to be the projection of a pair of piecewise linear functions that are dual to each other in the sense of a Legendre dual transformation.
S. Chynoweth +2 more
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Thermoelectric materials with crystal-amorphicity duality induced by large atomic size mismatch
Joule, 2021Wujie Qiu, Espen Z Eikeland, Jian He
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Dualities of 5d gauge theories from S-duality
Journal of High Energy Physics, 2020Lakshya Bhardwaj
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CEO duality, earnings quality and board independence
Journal of Financial Reporting and Accounting, 2023Sandra Alves
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Deconfined Quantum Critical Points: Symmetries and Dualities
Physical Review X, 2017Chong Wang, Cenke Xu, Adam Nahum
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