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The PROVIDE Project Standard Computable General Equilibrium ...

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<strong>PROVIDE</strong> <strong>Project</strong> Technical Paper 2003: 3 October 2003<br />

c<br />

( * * * * )<br />

ETAX = ∑ TEADJ te PWE ER QE . (F2)<br />

c c c<br />

Finally the revenue from sales taxes (STAX) is defined (F2) as the sum of the product of sales<br />

tax rates (ts) and the value of domestic expenditure on commodities, i.e.,<br />

STAX<br />

⎛TSADJ * tsc<br />

* PQSc<br />

*<br />

⎞<br />

= ∑⎜ ⎟<br />

c c c c c c c ⎠. (F3)<br />

=<br />

∑<br />

c<br />

⎝( QINTD + QCD + QENTD + QGD + QINVD + dstocconst )<br />

( TSADJ * ts * PQS * QQ )<br />

c c c<br />

<strong>The</strong>re is a single tax on production (ITAX). As with other taxes this is defined (F4) as the<br />

sum of the product of indirect tax rates (tx) and the value of output by each activity evaluated<br />

in terms of the activity prices (PX), i.e.,<br />

a<br />

( * * * )<br />

ITAX = ∑ TXADJ tx PX QX . (F4)<br />

a a a<br />

<strong>The</strong>se are the tax instruments most likely to yield negative revenues through the existence of<br />

production subsidies.<br />

<strong>The</strong> tax on factors (FTAX) is defined (F5) as the product of factor tax rates (tf) and factor<br />

incomes for all factors,<br />

f<br />

( * *( ))<br />

f f f<br />

FTAX = ∑ TFADJ tf YF −deprec<br />

. (F5)<br />

Finally, the revenue from direct taxes (DTAX) is defined (F6) as the sum of the product of<br />

household income tax rates (ty) and household incomes plus the product of the direct tax rate<br />

for enterprises (tye) and enterprise income,<br />

∑ ( *<br />

h* h) ( * * ). (F6)<br />

DTAX = TYADJ ty YH + TYEADJ tye YE<br />

h<br />

3.7. Market Clearing Block Equations<br />

<strong>The</strong> market clearing equations ensure the simultaneous clearing of all markets. In this model<br />

there are six relevant markets: factor and commodity markets and enterprise, government,<br />

capital and rest of world accounts. Market clearing with respect to activities has effectively<br />

been achieved by (X4), wherein the supply and demand for domestically produced<br />

commodities was enforced, while the demand system and the specification of expenditure<br />

relationships ensures that the household markets are cleared.<br />

Adopting an initial assumption of full employment, which the model closure rules will<br />

demonstrate can be easily relaxed, amounts to requiring that the factor market is cleared by<br />

equating factor demands and factor supplies (M1) for all factors<br />

© S. McDonald<br />

29

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