1000 resultados para grants commission
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The South Carolina Higher Education Tuition Grants Commission submits an annual accountability report to the Governor and General Assembly that contains the Commission's mission, objectives to accomplish the mission, and performance measures that show the degree to which objectives are being met.
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The South Carolina Higher Education Tuition Grants Commission submits an annual accountability report to the Governor and General Assembly that contains the Commission's mission, objectives to accomplish the mission, and performance measures that show the degree to which objectives are being met.
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The South Carolina Higher Education Tuition Grants Commission submits an annual accountability report to the Governor and General Assembly that contains the Commission's mission, objectives to accomplish the mission, and performance measures that show the degree to which objectives are being met.
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The South Carolina Higher Education Tuition Grants Commission submits an annual accountability report to the Governor and General Assembly that contains the Commission's mission, objectives to accomplish the mission, and performance measures that show the degree to which objectives are being met.
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We present a quantum many body approach with van der Waal type of interaction to achieve (85)Rb Bose-Einstein condensate with tunable interaction which has been produced by magnetic field induced Feshbach resonance in the JILA experiment. (C) 2008 Elsevier B.V. All rights reserved.
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We propose a novel mathematical approach for the calculation of near-zero energy states by solving potentials which are isospectral with the original one. For any potential, families of strictly isospectral potentials (with very different shape) having desirable and adjustable features are generated by supersymmetric isospectral formalism. The near-zero energy Efimov state in the original potential is effectively trapped in the deep well of the isospectral family and facilitates more accurate calculation of the Efimov state. Application to the first excited state in He-4 trimer is presented.
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A correlated two-body basis function is used to describe the three-dimensional bosonic clusters interacting via two-body van der Waals potential. We calculate the ground state and the zero orbital angular momentum excited states for Rb-N clusters with up to N = 40. We solve the many-particle Schrodinger equation by potential harmonics expansion method, which keeps all possible two-body correlations in the calculation and determines the lowest effective many-body potential. We study energetics and structural properties for such diffuse clusters both at dimer and tuned scattering length. The motivation of the present study is to investigate the possibility of formation of N-body clusters interacting through the van der Waals interaction. We also compare the system with the well studied He, Ne, and Ar clusters. We also calculate correlation properties and observe the generalised Tjon line for large cluster. We test the validity of the shape-independent potential in the calculation of the ground state energy of such diffuse cluster. These are the first such calculations reported for Rb clusters. (C) 2012 American Institute of Physics. [http://dx.doi.org/10.1063/1.4730972]
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What some view as overly-generous funding of the Scottish parliament results from Scotland.s credible threat to secede from the United Kingdom. Scotland is shown to benefit from a second mover advantage in a non-cooperative sequential game over the allocation of public funds. Various reform proposals are criticized for not recognizing that reform of Scottish government finances must be consistent with Scotland.s credible threat. Fiscal autonomy -- in which the Scottish parliament finances a much greater proportion of its spending from Scottish-sourced taxes, is demonstrated to be a viable reform within the existing political context and, in some circumstances, could remove Scotland.s second mover advantage. We also use a cooperative bargaining game model to demonstrate that an Australian style grants commission would not be a viable reform in the British context.
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Mathematics Subject Classification: 26A33, 31B10
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Queueing Theory is the mathematical study of queues or waiting lines. Queues abound in every day life - in computer networks, in tra c islands, in communication of electro-magnetic signals, in telephone exchange, in bank counters, in super market checkouts, in doctor's clinics, in petrol pumps, in o ces where paper works to be processed and many other places. Originated with the published work of A. K. Erlang in 1909 [16] on congestion in telephone tra c, Queueing Theory has grown tremendously in a century. Its wide range applications includes Operations Research, Computer Science, Telecommunications, Tra c Engineering, Reliability Theory, etc.
Resumo:
The South Carolina Higher Education Tuition Grants Commission submits an annual accountability report to the Governor and General Assembly that contains the Commission's mission, objectives to accomplish the mission, and performance measures that show the degree to which objectives are being met.
Resumo:
The South Carolina Higher Education Tuition Grants Commission submits an annual accountability report to the Governor and General Assembly that contains the Commission's mission, objectives to accomplish the mission, and performance measures that show the degree to which objectives are being met.
Resumo:
The South Carolina Higher Education Tuition Grants Commission submits an annual accountability report to the Governor and General Assembly that contains the Commission's mission, objectives to accomplish the mission, and performance measures that show the degree to which objectives are being met.
Resumo:
The South Carolina Higher Education Tuition Grants Commission submits an annual accountability report to the Governor and General Assembly that contains the Commission's mission, objectives to accomplish the mission, and performance measures that show the degree to which objectives are being met.