37,762 research outputs found

    Labor Policy and Defense Contracts: A Matter of Mission

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    New York's HealthPass Purchasing Alliance: Making Coverage Easier for Small Businesses

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    Provides an understanding of how a public-private partnership for health insurance functions. Evaluates which program features and strategies have worked and which have not. Measures the impact on participating employers, employees, and insurers

    The Decline and Fall of the Dollar: Some Policy Issues

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    macroeconomics, dollars, decline, account balance, GNP, domestic demand

    Conceptual Analysis in Metaethics

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    A critical survey of various positions on the nature, use, possession, and analysis of normative concepts. We frame our treatment around G.E. Moore’s Open Question Argument, and the ways metaethicists have responded by departing from a Classical Theory of concepts. In addition to the Classical Theory, we discuss synthetic naturalism, noncognitivism (expressivist and inferentialist), prototype theory, network theory, and empirical linguistic approaches. Although written for a general philosophical audience, we attempt to provide a new perspective and highlight some underappreciated problems about normative concepts

    Are there bubbles in the art market? The detection of bubbles when fair value is unobservable

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    The purpose of this paper is to look for bubbles in the Art Market using a structure based on steady state results for TAR models and appropriate definitions of bubbles recently put forward by Knight, Satchell and Srivastava (2011). The usual method for investigating bubbles is to measure prices as deviations from fair value. We assess whether it is meaningful to define a fair value of art and conclude that it is very challenging empirically to implement any definition. We then treat fair value as zero in one instance and unobservable in the other case and in both cases provide evidence of bubbles in the art market

    Analytic measures and Bochner measurability

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    Let Σ\Sigma be a σ\sigma-algebra over Ω\Omega, and let M(Σ)M(\Sigma) denote the Banach space of complex measures. Consider a representation TtT_t for t∈Rt\in\Bbb R acting on M(Σ)M(\Sigma). We show that under certain, very weak hypotheses, that if for a given μ∈M(Σ)\mu \in M(\Sigma) and all A∈ΣA \in \Sigma the map t↦Ttμ(A)t \mapsto T_t \mu(A) is in H∞(R)H^\infty(\Bbb R), then it follows that the map t↦Ttμt \mapsto T_t \mu is Bochner measurable. The proof is based upon the idea of the Analytic Radon Nikod\'ym Property. Straightforward applications yield a new and simpler proof of Forelli's main result concerning analytic measures ({\it Analytic and quasi-invariant measures}, Acta Math., {\bf 118} (1967), 33--59)

    Input window size and neural network predictors

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    Neural network approaches to time series prediction are briefly discussed, and the need to specify an appropriately sized input window identified. Relevant theoretical results from dynamic systems theory are briefly introduced, and heuristics for finding the correct embedding dimension, and hence window size, are discussed. The method is applied to two time series and the resulting generalisation performance of the trained feedforward neural network predictors is analysed. It is shown that the heuristics can provide useful information in defining the appropriate network architectur
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