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Dual Representations

by Angela J. Thurnham, Karen J. Pine , 2005
"... The effects of single and dual representations on children’s gesture production ..."
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The effects of single and dual representations on children’s gesture production

EXTENDING THE DUAL REPRESENTATION ISSUE

by Amy Jean Macconnell, Melinda A. Novak, Department Head , 2000
"... Symbolic thinking:: extending the dual representation issue beyond the model/room paradigm. ..."
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Symbolic thinking:: extending the dual representation issue beyond the model/room paradigm.

Dual representations of cardinal preferences

by Sudhir A. Shah , 2008
"... Given a set of possible vector outcomes and the set of lotteries over it, we define sets of (a) von Neumann-Morgenstern representations of preferences over the lotteries, (b) mappings that yield the certainty equivalent outcomes corresponding to a lottery, (c) mappings that yield the risk premia cor ..."
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specifications of outcome spaces, lotteries and preferences. As corollaries of these results, we derive analogous dual representations of risk averse preferences. Some applications to financial theory illustrate the potential uses of our results. Finally, we provide criteria for comparing the risk aversion

Dual Representations for Dynamic Programming

by Tao Wang, Daniel Lizotte, Michael Bowling, Dale Schuurmans
"... We propose a dual approach to dynamic programming and reinforcement learning, based on maintaining an explicit representation of visit distributions as opposed to value functions. An advantage of working in the dual is that it allows one to exploit techniques for representing, approximating, and est ..."
Abstract - Cited by 2 (0 self) - Add to MetaCart
We propose a dual approach to dynamic programming and reinforcement learning, based on maintaining an explicit representation of visit distributions as opposed to value functions. An advantage of working in the dual is that it allows one to exploit techniques for representing, approximating

Consistent Updates in Dual Representation Systems

by Srinivas Raghothama, Vadim Shapiro - Computer-Aided Design , 1999
"... Dual representation systems rely on a parametric model to create and to manipulate the boundary representation of a solid. Parametric and boundary representations remain consistent if they continue to model the same solid, after updates applied to the parametric model and/or to the boundary repres ..."
Abstract - Cited by 6 (0 self) - Add to MetaCart
Dual representation systems rely on a parametric model to create and to manipulate the boundary representation of a solid. Parametric and boundary representations remain consistent if they continue to model the same solid, after updates applied to the parametric model and/or to the boundary

Dual Representation of Minimal Supersolutions of Convex BSDEsI

by unknown authors , 2014
"... We give a dual representation of minimal supersolutions of BSDEs with non-bounded, but integrable terminal conditions and under weak requirements on the generator which is allowed to depend on the value process of the equation. Con-versely, we show that any dynamic risk measure satisfying such a dua ..."
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We give a dual representation of minimal supersolutions of BSDEs with non-bounded, but integrable terminal conditions and under weak requirements on the generator which is allowed to depend on the value process of the equation. Con-versely, we show that any dynamic risk measure satisfying such a

Dual representation of spatial rational PH curves

by Jernej Kozaka, Vito Vitrihc, Marjeta Krajnca
"... In this paper, the dual representation of parametric curves is generalized to the spatial case, and its properties are studied. Rational curves have a polynomial dual representation, which turns out to be both theoretically and computationally appropriate to tackle the main goal of the paper: spatia ..."
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In this paper, the dual representation of parametric curves is generalized to the spatial case, and its properties are studied. Rational curves have a polynomial dual representation, which turns out to be both theoretically and computationally appropriate to tackle the main goal of the paper

4 Dual Representation of Minimal Supersolutions of

by unknown authors , 2014
"... ar ..."
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Dual representations of cardinal preferences when outcomes are vectors

by Sudhir A. Shah , 2009
"... Given a set of vector outcomes and the set of lotteries over it, we define sets of (a) von Neumann-Morgenstern representations of cardinal preferences over the lotteries, (b) mappings that yield the certainty equivalent outcomes corresponding to a lottery, (c) mappings that yield the risk premia cor ..."
Abstract - Add to MetaCart
specifications of outcome spaces, lotteries and preferences. As corollaries of these results, we derive analogous dual representations of risk averse preferences. Some applications to financial theory illustrate the potential uses of our results. Finally, we provide criteria for comparing the risk aversion

Dual representations for general multiple stopping problems

by Christian Bender, John Schoenmakers, Jianing Zhang , 2012
"... In this paper, we study the dual representation for generalized multiple stopping problems, hence the pricing problem of general multiple exercise options. We derive a dual representation which allows for cashflows which are subject to volume constraints modeled by integer valued adapted processes a ..."
Abstract - Cited by 4 (2 self) - Add to MetaCart
In this paper, we study the dual representation for generalized multiple stopping problems, hence the pricing problem of general multiple exercise options. We derive a dual representation which allows for cashflows which are subject to volume constraints modeled by integer valued adapted processes
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