An Econometric Analysis of the Behavior of Investment Rate in Selected Developing Countries
Is this your thesis?
This record came from a bulk archive import. If it’s yours, link it to your profile.
Abstract (EN)
This thesis aims to investigate the relationship between economic variables, e.g., inflation rate, interest rate, trade openness, growth rate of GDP with the investment function in South East Asian Nations (ASEAN) e.g., Malaysia, Philippines, Singapore, and Thailand from 1976 to 2013. To meet this end, the panel regression analysis and OLS methods are used to investigate the effects of economic variables on the domestic investment with respect to each country. Additionally, the effects of economic variables in the group of countries in form of the panel data is used to find the relationship between of the economic variables is analyzed. The result of this investigation revealed that the relationship between the real interest rate and domestic investment (I/GDP) is negative. Similarly, for the I/GDP and inflation rate a negative relationship was obtained. However, the trade openness and growth rate had a positive correlation.
Author
Amirreza Attarzadeh
How to Cite
Amirreza Attarzadeh (Master Thesis). An Econometric Analysis of the Behavior of Investment Rate in Selected Developing Countries, 2015, Eastern Mediterranean University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Eastern Mediterranean University
- Predicting performance level of reinforced concrete structures subject to corrosion as a function of time(2012)
- An Investigation on Time and Cost Overrun in Construction Projects(2012)
- Radial Power-Law Position-dependent Mass, Cylindrical Coordinates, Spectral Signatures(2015)
- Approaching a Successful Interior Design Atmosphere for Retail Clothing Stores Case of Dereboyu Street, Lefkoşa(2017)
- Community Based Tourism (CBT) Planning- A Mechanism for Socio-Ecology Survival: A Case Study of Lake Urmia IRAN(2018)
- Fractional Differential Equations with Fractional Boundary Conditions(2016)
