Transfer Behavior within the Family: Results from the Asset and Health Dynamics Survey

If an individual falls on hard times, can he rely on his family for financial support? In view of proposed reductions in public assistance programs, it is important to understand the mechanisms through which families provide support for their members. In this paper we provide evidence that intra-family transfers are compensatory, directed disproportionally to less well-off members. These results hold both for the incidence of transfers and for the amounts. Within a given year, adult children in the lowest income category are 6 percentage points more likely to receive a financial transfer from their parents, and on average they receive over $300 more than siblings in the highest income category. The data used in this study, the new Asset and Health Dynamics Survey (AHEAD), contain information on all children in the family. Thus we are able to estimate models which control for unobserved differences across families. Our results are robust to these specifications. Additionally, we do not find evidence that parents provide financial assistance to their children in exchange for caregiving.

Medicare Gaps and Widow Poverty

Several categories of medical expenditures are not covered by Medicare, including prescription drugs, most nursing home stays, and extended hospital visits. Out-of-pocket costs for these items can be substantial, and what’s more, they are likely to be concentrated at the end of life. At the same time, it is well documented that poverty is 3-4 times more common among widows than among similarly aged married women. This study examines the potential link between these two phenomena, asking the question: to what extent do out-of-pocket health care costs of a dying spouse affect the financial position of the survivor? We find that out-of-pocket medical spending increases substantially just prior to death, and that these expenditures are large relative to income for a large share of elderly couples. Simulations investigate the extent to which expansions in insurance coverage to include nursing home care or prescription drug coverage could improve the financial well-being of the surviving spouse.

Whiskerless Schottky diode

A Schottky diode for millimeter and submillimeter wave applications is comprised of a multi-layered structure including active layers of gallium arsenide on a semi-insulating gallium arsenide substrate with first and second insulating layers of silicon dioxide on the active layers of gallium arsenide. An ohmic contact pad lays on the silicon dioxide layers. An anode is formed in a window which is in and through the silicon dioxide layers. An elongated contact finger extends from the pad to the anode and a trench, preferably a transverse channel or trench of predetermined width, is formed in the active layers of the diode structure under the contact finger. The channel extends through the active layers to or substantially to the interface of the semi-insulating gallium arsenide substrate and the adjacent gallium arsenide layer which constitutes a buffer layer. Such a structure minimizes the effect of the major source of shunt capacitance by interrupting the current path between the conductive layers beneath the anode contact pad and the ohmic contact. Other embodiments of the diode may substitute various insulating or semi-insulating materials for the silicon dioxide, various semi-conductors for the active layers of gallium arsenide, and other materials for the substrate, which may be insulating or semi-insulating

Training Community-Based Professionals to Implement an Empirically Supported Parenting Program

Professionals representing 14 community-based organizations were trained at three different sites serving urban and rural families to implement an empirically supported parenting program for families of young children with challenging behaviors. Of the 44 practitioners trained, 23 successfully completed the program, which involved passing a knowledge test and facilitating the entire 10session program with a family. A total of 28, primarily low-income families completed the program. The family outcomes obtained by the facilitators, based on multiple pre-program and post-program measures, were comparable with those reported previously in the literature for facilitators trained in university settings. The challenges inherent in efforts to increase the community’s capacity to implement empirically supported programs are addressed

Calculation of the Stability Index in Parameter-Dependent Calculus of Variations Problems: Buckling of a Twisted Elastic Strut

We consider the problem of minimizing the energy of an inextensible elastic strut with length 1 subject to an imposed twist angle and force. In a standard calculus of variations approach, one first locates equilibria by solving the Euler--Lagrange ODE with boundary conditions at arclength values 0 and 1. Then one classifies each equilibrium by counting conjugate points, with local minima corresponding to equilibria with no conjugate points. These conjugate points are arclength values $\sigma \le 1$ at which a second ODE (the Jacobi equation) has a solution vanishing at $0$ and $\sigma$. Finding conjugate points normally involves the numerical solution of a set of initial value problems for the Jacobi equation. For problems involving a parameter $\lambda$, such as the force or twist angle in the elastic strut, this computation must be repeated for every value of $\lambda$ of interest. Here we present an alternative approach that takes advantage of the presence of a parameter $\lambda$. Rather than search for conjugate points $\sigma \le 1$ at a fixed value of $\lambda$, we search for a set of special parameter values $\lambda_m$ (with corresponding Jacobi solution \bfzeta^m) for which $\sigma=1$ is a conjugate point. We show that, under appropriate assumptions, the index of an equilibrium at any $\lambda$ equals the number of these \bfzeta^m for which \langle \bfzeta^m, \Op \bfzeta^m \rangle < 0, where \Op is the Jacobi differential operator at $\lambda$. This computation is particularly simple when $\lambda$ appears linearly in \Op. We apply this approach to the elastic strut, in which the force appears linearly in \Op, and, as a result, we locate the conjugate points for any twisted unbuckled rod configuration without resorting to numerical solution of differential equations. In addition, we numerically compute two-dimensional sheets of buckled equilibria (as the two parameters of force and twist are varied) via a coordinated family of one-dimensional parameter continuation computations. Conjugate points for these buckled equilibria are determined by numerical solution of the Jacobi ODE

Robert Wood Johnson Foundation Health Priorities Survey Report: The Medical System and the Uninsured

Presents results of a survey on the healthcare system, priorities for reform, and views on the uninsured, a public insurance plan, and individual mandates, compared with other surveys. Analyzes how the way reform elements are described affects responses

The impact of trust on private equity contracts

This paper adresses the impact of trust on private equity contracts. Trust between investor and entrepreneur is essential to help overcome control problems, especially in an environment with severe agency risks and incomplete contracts. In this study, information about the effects of trust is collected using a simulation with 144 entrepreneurs and investors. We find that trust has an impact on the desired contracts of entrepreneurs, but not on that of investors. Our findings suggest that for parties, faced with potentially large agency problems (investors), trust and control seem to play complementary roles. On the other hand, for parties faced with smaller agency problems (entrepreneurs), trust seems to be a substitute for control

The Cajun Traiteurs

Traiteurs are traditional folk medicine healers who are a part of the culture of the Cajuns of Louisiana. These people are believed to possess special healing powers given to them by God. They are a significant part of the lifestyle and traditional culture of the Cajuns. The Cajuns are the descendants of the Acadians, a group of French colonists who were forcibly removed from Nova Scotia and dispersed all over North America by the British in 1755. Though the Acadians were able to partially reassemble themselves in Louisiana, they still faced great adversity within the state. This project examines the manner in which Cajuns came to be in Louisiana, the folk healing traditions that they brought with them, and the assimilation that they faced once they arrived. The existing historiography regarding Cajuns has only briefly discussed the traditions, rituals, and practices of the faith healing traiteurs. This project incorporates primary sources from the Louisiana Center for Cajun and Creole studies into the larger historical narrative. This is one of the only exhaustive descriptions and analyses of the traiteur’s tradition within Cajun culture in Louisiana. By creating an analysis of the traiteur, this project is better able to examine the practical implications of assimilation within a small cultural group