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File = MoCoLNG1.txt
Peter Lohmander
2002-09-06
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! Monopolistic competition and trade;
! Peter Lohmander 2002-09-06;
! MonComp1H.lng;

model:

F = 750000000;
c = 5000;
S = 900000;
b = 1/30000;

! Qfirm = S*(1/n-b*(P-Pbar));
! However, Since (P-Pbar) is assumed to be zero, we simplify this;

Qfirm = S/n;

Cfirm = F+c*Qfirm;

!AC = Cfirm/Qfirm which is the same as;

AC = F/Qfirm + c;

P = AC;

P = c+1/(b*n);

n < 50;
n > 1;

end

                           Variable           Value
                                  F       0.7500000E+09
                                  C        5000.000
                                  S        900000.0
                                  B       0.3333333E-04
                              QFIRM        150000.0
                                  N        6.000000
                              CFIRM       0.1500000E+10
                                 AC        10000.00
                                  P        10000.00

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! Monopolistic competition and trade;
! Peter Lohmander 2002-09-06;
! MonComp1F.lng;

model:

F = 750000000;
c = 5000;
S = 1600000;
b = 1/30000;

! Qfirm = S*(1/n-b*(P-Pbar));
! However, Since (P-Pbar) is assumed to be zero, we simplify this;

Qfirm = S/n;

Cfirm = F+c*Qfirm;

!AC = Cfirm/Qfirm which is the same as;

AC = F/Qfirm + c;

P = AC;

P = c+1/(b*n);

n < 50;
n > 1;

end

                     Variable           Value
                            F       0.7500000E+09
                            C        5000.000
                            S        1600000.
                            B       0.3333333E-04
                        QFIRM        200000.0
                            N        8.000000
                        CFIRM       0.1750000E+10
                           AC        8750.000
                            P        8750.000
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! Monopolistic competition and trade;
! Peter Lohmander 2002-09-06;
! MonComp1W.lng;

model:

F = 750000000;
c = 5000;
S = 2500000;
b = 1/30000;

! Qfirm = S*(1/n-b*(P-Pbar));
! However, Since (P-Pbar) is assumed to be zero, we simplify this;

Qfirm = S/n;

Cfirm = F+c*Qfirm;

!AC = Cfirm/Qfirm which is the same as;

AC = F/Qfirm + c;

P = AC;

P = c+1/(b*n);

n < 50;
n > 1;

end

                      Variable           Value
                             F       0.7500000E+09
                             C        5000.000
                             S        2500000.
                             B       0.3333333E-04
                         QFIRM        250000.0
                             N        10.00000
                         CFIRM       0.2000000E+10
                            AC        8000.000
                             P        8000.000
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