11,390 research outputs found

    Changes in the Financial System: Implication for Monetary Policy

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    macroeconomics, monetary policy, financial system

    MARYLAND'S REGULATORY APPROACH TO NUTRIENT MANAGEMENT

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    Environmental Economics and Policy,

    Rotating gravity currents: small-scale and large-scale laboratory experiments and a geostrophic model

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    Laboratory experiments simulating gravity-driven coastal surface currents produced by estuarine fresh-water discharges into the ocean are discussed. The currents are generated inside a rotating tank filled with salt water by the continuous release of buoyant fresh water from a small source at the fluid surface. The height, the width and the length of the currents are studied as a function of the background rotation rate, the volumetric discharge rate and the density difference at the source. Two complementary experimental data sets are discussed and compared with each other. One set of experiments was carried out in a tank of diameter 1 m on a small-scale rotating turntable. The second set of experiments was conducted at the large-scale Coriolis Facility (LEGI, Grenoble) which has a tank of diameter 13 m. A simple geostrophic model predicting the current height, width and propagation velocity is developed. The experiments and the model are compared with each other in terms of a set of non-dimensional parameters identified in the theoretical analysis of the problem. These parameters enable the corresponding data of the large-scale and the small-scale experiments to be collapsed onto a single line. Good agreement between the model and the experiments is found

    A Test of Cultural Treatments Selected to Improve the Chemical and Physical Characteristics of Reclaimed Surface Mine Spoil for the Growth of Loblolly Pine in East Tennessee

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    Three surface mine spoil areas in East Tennessee were selected for testing the influence of the State reclamation requirements and selected supplementary treatments on the survival and growth of pines recommended for planting on various sites. A high elevation (2,800 feet) test near Caryville, Tennessee, was discarded because of poor survival of white pine and site modification by contractors working in the area. Fertilizer tests on two established loblolly pine plantations, one on new and the other on old spoil from mining the Sewanee coal seam near Cagle, Tennessee (1,850 feet), indicated that N additions of both 50 and 100 pounds per acre increased growth; response duration appeared to increase when P was added. On the older spoil liming appeared to decrease response to N, especially at 4 tons per acre (State requirement). On new spoil the greatest growth was in plots receiving N with 2 tons of lime per acre; growth was less when lime was added at 4 tons per acre. Trees on the older spoil were heavily mycorrhizal with Pisolithus tinctorius while trees on the younger spoil were essentially non-mycorrhizal, possibly accounting for greater vigor and growth on the older spoil and the absence of a response to liming. Winter injury (1976-1977) was greater in those trees that grew most rapidly during the previous growing season, especially in the older planting. On a surface mine near Oliver Springs, Tennessee (2,250 feet elevation), application of a wetting agent and/or a NP fertilizer to the soil appeared to increase growth of trees but survival decreased when either were applied to loblolly pine at planting time. Seedlings inoculated with mycorrhizal fungi survived better and grew more than those not inoculated. Grass density appeared to be the primary factor influencing seedling survival, with high mortality in dense lovegrass

    Notes of a Case of Tetanus.

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    Mathematics Basic in the Sciences

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    The derived moduli space of stable sheaves

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    We construct the derived scheme of stable sheaves on a smooth projective variety via derived moduli of finite graded modules over a graded ring. We do this by dividing the derived scheme of actions of Ciocan-Fontanine and Kapranov by a suitable algebraic gauge group. We show that the natural notion of GIT-stability for graded modules reproduces stability for sheaves

    What is the object of the encapsulation of a process?

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    Several theories have been proposed to describe the transition from process to object in mathematical thinking. Yet, what is the nature of this ''object'' produced by the ''encapsulation'' of a process? Here, we outline the development of some of the theories (including Piaget, Dienes, Davis, Greeno, Dubinsky, Sfard, Gray, and Tall) and consider the nature of the mental objects (apparently) produced through encapsulation and their role in the wider development of mathematical thinking. Does the same developmental route occur in geometry as in arithmetic and algebra? Is the same development used in axiomatic mathematics? What is the role played by imagery
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