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I., Matsuzawa, K., Sabia, J. J. (2021). When do shelter-in-place orders fight COVID-19 best? Policy heterogeneity across states and adoption time. Economic Inquiry,
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Marcinčin,A.: Corporate Governance: A Challenge for Slovakia. Best Practices Pamphlet. Institute for Economic and Social Reforms. RC SFPA Prešov 2002. McGee,R.W.:
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I., Matsuzawa, K., Sabia, J. J. (2021). When do shelter-in-place orders fight COVID-19 best? Policy heterogeneity across states and adoption time. Economic Inquiry,
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Duralumin shows a high roughness up to 2.52 μm. Copper had the best results with the surface roughness value 1.2 μm, as shown in Diagram 12 In common repre- sentation
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For creation of a very fine-grained structure formed by equiaxed grains separated by high-angle boundaries the angle of ϕ = 90° and the deformation rout Bc [1] when the extruded sample after
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Individual components are described as follows: UR – Signal of requested value of speed, R(s) – transfer function of speed controller, KI – current gain of control loop, TI – current time constant
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All the calculations approximating the process Tt. and evaluating the Hurst exponent were carried out with the spreadsheet software MS Excel. 3 Conclusions In the process of calculating it was
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Actions such as collection of statistical data or comparison of past events are used for the purpose of making decisions that will best help utilize the capacities
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Quality of machining is improved in significance as well (Fig. 5). The best results of machining Fig. 5 Results of milling flexible billet of steel at various spindle
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Marcinčin,A.: Corporate Governance: A Challenge for Slovakia. Best Practices Pamphlet. Institute for Economic and Social Reforms. RC SFPA Prešov 2002. McGee,R.W.:
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Note also, the training phase was finished after 5.103 epochs, the best model being obtained after 2,3. 103 epochs (see Fig. 3). Fig. 3 RMSE’s - validation set 6.
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This method is a procedure, requiring just some calculus and linear algebra, to determine what the ‘best fit’ line is to the experimental data. The idea is to create
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E. (1994): Discount Rates: The rate of discount for benefit-cost analysis and the theory of the second best. In Editor, Layard, R. – Glasiter, S. (ed.): Cost-Benefit
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