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

Seaports and airports - transport infrastructure, Seaports and Airports: ...

Seaports and Airports: Seaports India has 12 major ports and about 185 minor ports over its coastline spread over 7,000 kms. Major ports are managed by the Central Government

Discuss a minimum three services for older person, Mrs Holt, 85 years old, ...

Mrs Holt, 85 years old, has been admitted to acute care following a fall resulting in a fractured femur. She is a widow and lives alone with her three cats for company. a) What

Production function, what are the properties of cob-douglas production func...

what are the properties of cob-douglas production function

Iso curve, how do i make one on excel

how do i make one on excel

Normal and abnormal profits., the diagram used to illustrate abnormal and n...

the diagram used to illustrate abnormal and normal progits

Mixed strategies, Find the best response functions and the mixed strategies...

Find the best response functions and the mixed strategies Nash Equilibrium if each player randomizes over his actions.

Cardinal theory - consumer choice concerning utility, Cardinal Theory: ...

Cardinal Theory: An Introduction In cardinal approach, utility is measured cardinally or numerically in terms of money. The consumer not only knows which one is preferred but

Population census, Population census: A population census is the head ...

Population census: A population census is the head count of people living in a geographical area or in a country. A population census collects comprehensive data on people to

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