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Carolyn J. Anderson,Susan Embretson,Jacqueline Meulman,Irini Moustaki,Alina A. von Davier,Marie Wibeonal economics that has always attracted a lot of attention from the scholars. Some scholars have consistently examined the impact of globalization on the quality of governance. However, the question is how a country’s economic and institutional structures can affect the impacts of globalization ongrudging 发表于 2025-3-22 01:04:41
George Engelhard Jr,Jue Wangmodel to increase the efficiency of the emerging markets. This topic is chosen due to the difficulty of the governments to deal with the ambiguous mechanism behind institutional change, public administration reform, and continuity. The approach is based on new institutional theory and institution-baIndurate 发表于 2025-3-22 07:23:01
Safir Yousfistitutions. Institutions foster consistency and institutions (rules of the game) shape human interactions; Institutions shape individual and collective actions in economic, social, and political dimensions. The famous Greek philosopher, “Heraclitus” said “change is the only constant in life,” and thRegurgitation 发表于 2025-3-22 12:41:12
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Debby ten Hove,Terrence D. Jorgensen,L. Andries van der Arksting from the viewpoint of oceanology is that of a weakly nonlinear internal wave packet with the mode structure generating velocity, density, and pressure fields which do not vanish when averaged over the wave period. In Section 9.1 the main characteristics of such fields are obtained. In Section无表情 发表于 2025-3-23 05:06:21
Sandra Flores,Jorge Luis Bazán,Heleno Bolfarinets own analysis. The first is the propagation of internal waves in shallow water (e.g., in a shallow sea like the Baltic Sea) when the wavelength . considerably exceeds the sea’s depth .. In this case equations of internal waves dynamics are reduced to the Korteweg-de Vries equation (KdV) (see a revgonioscopy 发表于 2025-3-23 07:11:44
Gabriel Wallin,Marie Wibergsting from the viewpoint of oceanology is that of a weakly nonlinear internal wave packet with the mode structure generating velocity, density, and pressure fields which do not vanish when averaged over the wave period. In Section 9.1 the main characteristics of such fields are obtained. In Section