* Simulation of Stern runs * Run with low discounting ELASMU = 1.0001; PRSTP = 0.001; RR(t)=1/((1+prstp)**(10*(ord(T)-1))); model co2stern / all / solve CO2stern maximizing UTILITY using nlp ; solve CO2stern maximizing UTILITY using nlp ; solve CO2stern maximizing UTILITY using nlp ; display damages.l; Parameters miustern(t) Result for run without damages; miustern(t) = miu.l(t); * Then do the run with Stern mius and our damages ELASMU = 2.5; PRSTP = 0.015; R(T)=PRSTP*EXP(-DR*10*(ORD(T)-1));RR("1")=1;LOOP(T,RR(T+1)=RR(T)/((1+R(T))**10);); miu.up(t)= miustern(t); miu.lo(t)= miustern(t); model co2stern1 /all/ solve CO2stern1 maximizing UTILITY using nlp ; solve CO2stern1 maximizing UTILITY using nlp ; solve CO2stern1 maximizing UTILITY using nlp ; display damages.l; * Output Parameters Year(t) Date opt_alt_dam_y(t) opt_alt_dam_cpc(t) opt_alt_dam_s(t) opt_alt_dam_indem(t) opt_alt_dam_sigma(t) opt_alt_dam_tatm(t) opt_alt_dam_mat(t) opt_alt_dam_tax(t) opt_alt_dam_ri(t) opt_alt_dam_rr(t) opt_alt_dam_al(t) opt_alt_dam_forcoth(t) opt_alt_dam_l(t) opt_alt_dam_etree(t) opt_alt_dam_yy(t) opt_alt_dam_cc(t) opt_alt_dam_miu(t) opt_alt_dam_wem(t) opt_alt_dam_ri(t) opt_alt_dam_dam(t) opt_alt_dam_abate(t) opt_alt_dam_mcemis(t) opt_alt_dam_utility ; Year(t) = 2005 +10*(ord(t)-1); opt_alt_dam_y(t)=y.l(t); opt_alt_dam_cpc(t)=cpc.l(t); opt_alt_dam_s(t)=s.l(t) ; opt_alt_dam_indem(t)= e.l(t)-etree(t);; opt_alt_dam_sigma(t)=sigma(t) ; opt_alt_dam_tatm(t)=tatm.l(t) ; opt_alt_dam_mat(t)=mat.l(t) ; opt_alt_dam_tax(t)=-1*ee.m(t)*1000/(kk.m(t)+.0000001) ; opt_alt_dam_ri(t)=ri.l(t); opt_alt_dam_rr(t)=rr(t) ; opt_alt_dam_al(t)=al(t) ; opt_alt_dam_forcoth(t)=forcoth(t); opt_alt_dam_l(t)=l(t); opt_alt_dam_etree(t)=etree(t); opt_alt_dam_yy(t)=yy.m(t) ; opt_alt_dam_cc(t)=cc.m(t) ; opt_alt_dam_miu(t)=miu.l(t) ; opt_alt_dam_wem(t)= e.l(t); opt_alt_dam_ri(t)=ri.l(t) ; opt_alt_dam_dam(t)= damages.l(t); opt_alt_dam_abate(t) = abatecost.l(t); opt_alt_dam_utility=utility.l ; opt_alt_dam_mcemis(t)= expcost2*cost1(t)*miu.l(t)**(expcost2-1)/sigma(t)*1000; miu.up(t)= 1; miu.lo(t)= 0; miu.up("1") = 0.2;