5,502 research outputs found
Fast Times in Federal Court and the Need for Flexibility
The shifting landscape of criminal prosecutions involving designer drugs presents several novel legal issues. There are different ways to address these issues when they are the result of the production, possession, or distribution of as-of-yet unregulated substances. One way is for the legislature to enact appropriate legislation as quickly as the need for regulation or criminalization arises—a lofty, if not unrealistic, goal. The other is to guide the courts with general principles of applicability—the approach adopted by Congress through the enactment of the Analogue Act. This small but unfortunately quickly expanding area of federal criminal law supports the notion that providing the courts with flexibility is necessary and ultimately consistent with the legislative approach in this field
AGRICULTURE'S STAKE IN WTO TRADE NEGOTIATIONS
International Relations/Trade,
A satellite-borne radar wind sensor (RAWS)
Modeling global atmospheric circulations and forecasting the weather would improve if worldwide information on winds aloft were available. Accurate prediction of weather is important to agriculture, shipping, air traffic, and many other fields. Global system models of climate are of great importance. Current global atmospheric models use pressure measurements and thermodynamic properties to calculate the effects of wind for use in Numerical Weather Prediction (NWP) models. Inputs to the NWP models are temperature, pressure and wind velocities at different heights. Clearly direct wind measurements could significantly improve the NWP model performance. The RAdar Wind Sounder (RAWS) program at the University of Kansas is a study of the feasibility and the trade-offs in the design of a space-based radar system to measure wind vectors. This can be done by measuring the Doppler shift of cloud and rain returns from three or more points and calculating the components of the wind vector. The RAWS study to date uses the candidate system selected after preliminary study of frequencies and sensitivities. Two frequencies chosen, 10 and 35 GHz, allow higher sensitivity for clouds and more penetration for rain. The past year was devoted to modeling the signal-to-noise ratio (SNR) achievable for the two frequencies. The determination of SNR versus cloud penetration depth used a cloud backscattering and attenuation model in the appropriate radar equation. Calculations assumed reasonable losses in reception and transmission, in addition to the atmospheric attenuation. We discovered that ice clouds provide a higher SNR than previously calculated, but some water clouds give lower SNRs than we calculated before. One of the primary issues in the SNR calculation was the choice of the drop size distribution. Although Xin used several distributions (e.g., log normal, Khrigian and Mazin), this year we used the Deirmendjian cloud model. SNR versus cloud penetration plots were generated to validate the candidate system. Rain, which appears in the cloud models at the lower altitudes, provides ample SNR, as do the higher clouds composed of ice particles. However, in some cloud situations we found the sensitivity for the clouds was marginal or inadequate. At 35 GHz, two of the cloud models characterized by 1 to 2 g/cu m of water content at altitudes extending from 150 to 1500 meters, produced a sufficient SNR. Other models, however, with water contents ranging from 0.5 to 4 g/cu m and altitudes up to 4000 meters, exhibit SNR of -3 to -23 dB, largely because of attenuation in the upper cloud layers. These results coupled with the lower SNR at 10 GHz, led to an investigation of alternate frequencies. The rain present beneath these clouds provides adequate SNR at 10 GHz, and in most cases, at GHz
Fixed versus Flexible: Lessons from EMS Order Flow
This paper addresses the puzzle of regime-dependent volatility in foreign exchange. We extend the literature in two ways. First, our microstructural model provides a qualitatively new explanation for the puzzle. Second, we test implications of our model using Europe's recent shift to rigidly fixed rates (EMS to EMU). In the model, shocks to order flow induce volatility under flexible rates because they have portfolio-balance effects on price, whereas under fixed rates the same shocks do not have portfolio-balance effects. These effects arise in one regime and not the other because the elasticity of speculative demand for foreign exchange is (endogenously) regime-dependent: low elasticity under flexible rates magnifies portfolio-balance effects; under credibly fixed rates, elasticity of speculative demand is infinite, eliminating portfolio-balance effects. New data on FF/DM transactions show that order flow had persistent effects on the exchange rate before EMU parities were announced. After announcement, determination of the FF/DM rate was decoupled from order flow, as predicted by the model.
Codependency and Pastoral Care: A Report from the Trenches
Klunzinger, Marlene K. and Moore, Michael S. (1996) Codependency and Pastoral Care: A Report from the Trenches, Restoration Quarterly: Vol. 38 : No. 3.
This repository hosts selected Restoration Quarterly articles in downloadable PDF format. For the benefit of users who would like to browse the contents of RQ, we have included all issue covers even when full-text articles from that issue are unavailable. All Restoration Quarterly articles are available in full text in the ATLA Religion Database, available through most university and theological libraries or through your local library’s inter-library loan service
Time-evolving a matrix product state with long-ranged interactions
We introduce a numerical algorithm to simulate the time evolution of a matrix
product state under a long-ranged Hamiltonian. In the effectively
one-dimensional representation of a system by matrix product states,
long-ranged interactions are necessary to simulate not just many physical
interactions but also higher-dimensional problems with short-ranged
interactions. Since our method overcomes the restriction to short-ranged
Hamiltonians of most existing methods, it proves particularly useful for
studying the dynamics of both power-law interacting one-dimensional systems,
such as Coulombic and dipolar systems, and quasi two-dimensional systems, such
as strips or cylinders. First, we benchmark the method by verifying a
long-standing theoretical prediction for the dynamical correlation functions of
the Haldane-Shastry model. Second, we simulate the time evolution of an
expanding cloud of particles in the two-dimensional Bose-Hubbard model, a
subject of several recent experiments.Comment: 5 pages + 3 pages appendices, 4 figure
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