Quasi-LinearexampleforParetoEfficiency(A)

# Quasi-LinearexampleforParetoEfficiency(A) - Initial Values...

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Quasi-Linear Example for Pareto Efficiency (B) I. Input \$Ontext Quasi-linear Example for 7130 \$Offtext Variables x1c, x2c, xj, y1, y2, lam1, lam2, lam3; Equations foc1, foc2, foc3, foc4, foc5, foc6, foc7, foc8; foc1 . . 1/x1c =e= lam3; foc2 . . 1 =e= lam2; foc3 . . -(2*lam1)/x2c =e= lam3; foc4 . . -lam1 =e= lam2; foc5 . . 4*lam2*xj =e= lam3; foc6 . . 2*log10(x2c)+y2 =e= 10.0 ; foc7 . . 18 =e= y1+y2+1.5*(2*(xj**2)+1); foc8 . . x1c+x2c =e= 1.5*xj;
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Unformatted text preview: Initial Values x1c.l=0.5; x2c.l=0.5; xj.l=0.5; y1.l=8; y2.l=7; lam1.l=-1; lam2.l=1; lam3.l=2; model test /foc1.x1c, foc2.lam2, foc3.x2c, foc4.lam1, foc5.lam3, foc6.y2, foc7.y1, foc8.xj/; OPTION MCP = path; solve test using mcp; Display x1c.l, x2c.l, y1.l, y2.l, xj.l, lam1.l, lam2.l, lam3.l; II. Output x1c = 0.354 x2c = 0.707 y1 = 4.699 y2 = 10.301 xj = 0.707 lam1 = -1.000 lam2 = 1.000 lam3 = 2.828...
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## This note was uploaded on 01/09/2011 for the course ECON 7140 taught by Professor Kutler during the Spring '10 term at Utah Valley University.

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