I dont know what could be the problem, please help. Getting the same syntax error over and over again.

[theflyingr...@gmail.com]

Hi everyone,

I wrote the following model, and when i call it, ampl gives me this msg:

ampl: model D:\AMPL\ampl_mswin64-7\amplide\ampl\Factory.mod;

D:\AMPL\ampl_mswin64-7\amplide\ampl\Factory.mod, line 47 (offset 720):

syntax error

context:   >>> V[p, <<< t] * A[t,p,k] * Mt[t]))-

I've tried it all in order to fix the problem, but nothing seems to work and i dont know what else to do.

Hope you guys can help me, Thanks in advance.

This is my model .

I have the .dat file if you guys need it.

#Sets

set k:= {1..5};

set t:= {1..5};  

set p:= {1..3};

set m:= {1..2};

set f:= {1..2};

set e:= {1..2};

#Parameters

param Mmin{t};

param Mmax{t};

param Cgiro := 0;

param CT{f};

param alfa{t};

param beta{f,t};

param fi{t};

param gamma{t};

param Cest{e,p};

param L{f,t};

param H{e,p};

param Hs{e,p};

param DS{p,t};

param V{p,t};

param VC{p,t};

param I{e,p};

param Disp{m};

param M{m};

param A{t,p,k};

param CK{t,k};

param C{m,t};

#Variables

var X {k,t} binary;

var Mt {t} >=0;

var Mp {m,t} >=0;

var Mpp {f,t} >=0;

var Mppp {k,t} >=0;

var DISPq {m,t} >=0;

var Iq {p,e,t} >=0;

#OF

maximize total_revenue: 

sum {i in t}

((sum {j in p}

(sum {x in k} 

V[p,t] * A[t,p,k] * Mt[t]))-

(sum {z in m} 

C[m,t]*Mp[m,t] + 

sum {h in f} 

L[f,t]*Mpp[f,t] + 

sum {x in k} 

CK[t,k]*Mppp[k,t] + 

sum {j in p}

(sum {g in e} 

H[e,p]*Iq[p,e,t]) + 

sum {j in p}

(sum {g in e} 

Hs[e,p]*I[p,e,T]))) ;

#Restrictions

#(2)

subject to inventory_balance {j in p, i in t}:

sum{g in e} I[p,e,t] = (sum{g in e} I[p,e,t-1]) + (sum{x in k} A[t,p,k] * Mt[t] - DS[p,t]) ;

#(3)

subject to small_bucket {i in t} :

sum{x in k} X[k,t] = 1 ;

#(4)

subject to compatibility :

sum{z in m} Mp[m,t] = sum{h in f} Mpp[f,t] = sum{x in k} Mppp = Mq[t] ; 

#(5)

subject to sugarcane_availability {z in m, i in t} :

DISPq[m,t] = DISPq[m,t-1] - Mp[m,t-1] >= Mp[m,t] ; 

#(6)

subject to utilization:

sum{z in m} DISPq[m,1] = sum{i in t} Mq[t] ; 

#(7)

subject to capacity_crushed{i in t}:

Mmin[t] * (fi[t]/100) * (gamma[t]/100) <= Mq[t] <= Mmax[t] * (fi[t]/100) * (gamma[t]/100) ; 

#(8)

subject to cash_flow{i in t} :

sum{j in p}(sum{x in k} VC[p,t] * A[t,p,k] * Mq[t]) + Cgiro >= ((sum{z in m} C[m,t] * Mp[m,t]) + (sum{h in f} L[f,t] * Mpp[f,t]) + (sum{x in k} CK[t,k] * Mppp[k,t]) + (sum{j in p}(sum{g in e} H[e,p] * Iq[p,e,t]))) ;

#(9)

# 1 =  Farm

# 2 =  Own

subject to sugarcane_supplied{i in t} : 

Mp[1,t] + Mp[2,t] <= alfa[t] * Mq[t] ;

#(10)

subject to capacity_transported{h in f, i in t} : 

Mpp[f,t] <= (beta[f,t]/100) * (gamma[t]/100)* CT[f] ;

#(11)

subject to inventory_capacity{j in p, g in e, i in t} : 

Iq[p,e,t] <= Cest[e,p] ;

#(12)

subject to sugarcane_processed{x in k, i in t} : 

Mppp[k,t] <= Mmax[t] ;

#(13)

subject to dom_M : 

Mq[t] >= 0 ;

 

subject to dom_Mp :

Mp[m,t] >= 0 ; 

subject to dom_Mpp :

Mpp[f,t] >= 0 ;

subject to dom_Mppp :

Mppp[k,t] >= 0 ;

subject to dom_Disp :

DISPq[m,t] >= 0 ;

subject to dom_I :

Iq[p,e,t] >= 0 ;

subject to dom_X{x in k, i in t}:

X[k,t] in {0,1}

[The Flying Raccoons GT]

Sorry for the double posting.