Effects of Neighborhood Characteristics on the Mortality of Black Male Youth: Evidence From Gautreaux

The Gautreaux data for this paper were created with the assistance of the Leadership Council for Metropolitan Open Communities under special agreement with the U.S. Department of Housing and Urban Development and the National Center for Health Statistics. Generous support for data construction and analysis was provided by Daniel Rose and the MIT Center for Real Estate, the National Bureau of Economic Research, the National Science Foundation (SBE-9876337), the Princeton Center for Economic Policy Studies, and the Princeton Industrial Relations Section. Technical support was provided by the Princeton Office of Population Research (NICHD 5P30-HD32030) and the Princeton Center for Health and Wellbeing. Mortality count data for male youth residing in Chicago community areas were graciously provided by the Illinois Center for Health Statistics. We thank Greg Duncan and members of the Princeton Industrial Relations Section for helpful comments.Neighborhood effects; Mortality

Effects of Neighborhood Characteristics on the Mortality of Black Male Youth: Evidence From Gautreaux

neighborhood effects, mortality

Attosecond nanoplasmonic streaking of localized fields near metal nanospheres

Collective electron dynamics in plasmonic nanosystems can unfold on timescales in the attosec- ond regime and the direct measurements of plasmonic near-field oscillations is highly desirable. We report on numerical studies on the application of attosecond nanoplasmonic streaking spectroscopy to the measurement of collective electron dynamics in isolated Au nanospheres. The plasmonic field oscillations are induced by a few-cycle NIR driving field and are mapped by the energy of photoemitted electrons using a synchronized, time-delayed attosecond XUV pulse. By a detailed analysis of the amplitudes and phase shifts, we identify the different regimes of nanoplasmonic streaking and study the dependence on particle size, XUV photoelectron energy and emission position. The simulations indicate that the near-fields around the nanoparticles can be spatio-temporally reconstructed and may give detailed insight into the build-up and decay of collective electron motion.Comment: Revised versio

Spacetime perspective of Schwarzschild lensing

We propose a definition of an exact lens equation without reference to a background spacetime, and construct the exact lens equation explicitly in the case of Schwarzschild spacetime. For the Schwarzschild case, we give exact expressions for the angular-diameter distance to the sources as well as for the magnification factor and time of arrival of the images. We compare the exact lens equation with the standard lens equation, derived under the thin-lens-weak-field assumption (where the light rays are geodesics of the background with sharp bending in the lens plane, and the gravitational field is weak), and verify the fact that the standard weak-field thin-lens equation is inadequate at small impact parameter. We show that the second-order correction to the weak-field thin-lens equation is inaccurate as well. Finally, we compare the exact lens equation with the recently proposed strong-field thin-lens equation, obtained under the assumption of straight paths but without the small angle approximation, i.e., with allowed large bending angles. We show that the strong-field thin-lens equation is remarkably accurate, even for lightrays that take several turns around the lens before reaching the observer.Comment: 22 pages, 6 figures, to appear in Phys. Rev.

The use of high-resolution terrain data in gravity field prediction

Different types of gravity prediction methods for local and regional gravity evaluation are developed, tested, and compared. Four different test areas were particularly selected in view of different prediction requirements. Also different parts of the spectrum of the gravity field were considered

Continuous image distortion by astrophysical thick lenses

Image distortion due to weak gravitational lensing is examined using a non-perturbative method of integrating the geodesic deviation and optical scalar equations along the null geodesics connecting the observer to a distant source. The method we develop continuously changes the shape of the pencil of rays from the source to the observer with no reference to lens planes in astrophysically relevant scenarios. We compare the projected area and the ratio of semi-major to semi-minor axes of the observed elliptical image shape for circular sources from the continuous, thick-lens method with the commonly assumed thin-lens approximation. We find that for truncated singular isothermal sphere and NFW models of realistic galaxy clusters, the commonly used thin-lens approximation is accurate to better than 1 part in 10^4 in predicting the image area and axes ratios. For asymmetric thick lenses consisting of two massive clusters separated along the line of sight in redshift up to \Delta z = 0.2, we find that modeling the image distortion as two clusters in a single lens plane does not produce relative errors in image area or axes ratio more than 0.5%Comment: accepted to GR

Proof by analogy in mural

One of the most important advantages of using a formal method of developing software is that one can prove that development steps are correct with respect to their specification. Conducting proofs by hand, however,can be time consuming to the extent that designers have to judge whether a proof of a particular obligation is worth conducting. Even if hand proofs are worth conducting, how do we know that they are correct? One approach to overcoming this problem is to use an automatic theorem proving system to develop and check our proofs. However, in order to enable present day theorem provers to check proofs, one has to conduct them in much more detail than hand proofs. Carrying out more detailed proofs is of course more time consuming. This paper describes the use of proof by analogy in an attempt to reduce the time spent on proofs. We develop and implement a proof follower based on analogy and present two examples to illustrate its characteristics. One example illustrates the successful use of the proof follower. The other example illustrates that the follower's failure can provide a hint that enables the user to complete a proof

Real Estate Returns and the Macroeconomy: Some Empirical Evidence from Real Estate Investment Trust

This paper explores the relationship between the macroeconomy and real estate returns. Equity REIT data are used as a proxy for real estate returns; however, the equity REIT returns are regressed against returns from the Standard and Poor's 500 Stock Index, saving the residuals. These residuals, known as extra-market covariance, are used in the analysis since this technique controls for the covariance between equity REIT returns and the overall stock market. Thus, the residuals represent pure industry effects. The residuals are then employed in an unrestricted vector autoregressive model with the macroeconomic variables to test for relationships. The results show that prices, nominal rates, output, and investment all directly influence the real estate series. Nominal interest rates, moreover, explain the majority of the variation in the real estate series.