Econometric equation, Microeconomics

Assignment Help:

This research will follow the methodology of econometrics; Chao, 2005; Castle & Shephard, 2009):

1. Specification of the model using a specific stochastic equation, together with a priori theoretical expectations about the sign and size of the parameters of the function.

2. Data collection on the variables of the model and estimation of the coefficients of the function using appropriate econometric techniques.

3. Evaluation of the estimated coefficients of the function based on economic statistical and econometric criteria.

 The study will follow the econometric procedure to analyze the relationship between FDI, imports and exports, and respective equations.  For bivariate models related to FDI and imports and FDI and exports, the model will investigate relationships following the equations:

 ( 19) (20) (21)  EXP = βn + βn+1 INV + u,

            where EXP is exports from the technology sector, INV is Foreign Direct Investment or Domestic Investment to the technology sector, βn the unknown constant parameter, parameter βn+1 is the slope coefficient, and u is the random disturbance, error, or stochastic term.

(22) (23) (24)  IMP = βn - βn+1 INV + u,

            where IMP is imports from the technology sector, INV is Foreign Direct Investment or Domestic Investment to the technology sector, βn the unknown constant parameter, parameter βn+1 is the slope coefficient, and u is the random disturbance, error, or stochastic term.

For multivariate models related to FDI and imports and FDI and exports, the model will investigate relationships following the equations:

(25)  EXP = βn + βn+1 INV. + βn+2INVN-U.S. + βn+3 INV   + u,

            where EXP is exports from the technology sector, INV is investment to the technology sector and βn, βn+1, βn+2, and βn+3 are the unknown constant parameters. The parameters βn+1, βn+2, and βn+3 are the slope coefficients, and u is the random disturbance, error, or stochastic term.

 (26)  IMP= βn + βn+1 INV - βn+2INV - βn+3 INV   + u,

            where IMP is imports from the technology sector, INV is investment to the technology sector, and βn, βn+1, βn+2, and βn+3 β1, β2, β3 and β4 are the unknown constant parameters. The parameters βn+1, βn+2, and βn+3 are the slope coefficients, and u is the random disturbance, error, or stochastic term.


Related Discussions:- Econometric equation

INDIFFERENCE CURVES, HOW TO REDUCE SMOKING USING INDIFFERENCE S AND BUDGETL...

HOW TO REDUCE SMOKING USING INDIFFERENCE S AND BUDGETLINE

Factors affecting demand forecasting - credit conditions, The availability ...

The availability of credit and hire purchase facility tends to push up the demand for consumer durables. In India for consumer durables lie Refrigerators television scooters etc, h

Explain monetarist and monetary policy, Explain Monetarist and Monetary pol...

Explain Monetarist and Monetary policy Monetarist:    A group of economists who believe that alters in the money supply are the most effective instrument of government economi

Rent, determination of rent

determination of rent

E-commerce and supply & demand changes in a business, BACKGROUND:  You have...

BACKGROUND:  You have been promoted to the position of Vice President in a business consulting firm.  This firm provides business consulting to a variety of businesses.   The presi

Physical science, What is the formula for heat and how do you solve it?

What is the formula for heat and how do you solve it?

What is the major function of commercial banks?, They take deposits which m...

They take deposits which mean borrow money and make loans which means lend money. The interest rate they pay on the deposits is less than the interest rate they charge on their loa

Exceptional demand, how to differentiate the exeptional demand and excepti...

how to differentiate the exeptional demand and exceptional supply?

Write Your Message!

Captcha
Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd