On 11-03-2013, at 23:31, Pavel_K <kuk...@vsb.cz> wrote:

> Dear all,
> I am trying to find the solution for the optimization problem focused on the
> finding minimum cost.
> I used the solution proposed by excel solver, but there is a restriction in
> the number of variables.
> 
> My data consists of 300 rows represent cities and 6 columns represent the
> centres. It constitutes a cost matrix, where the cost are distances between
> each city and each of six centres. 
> ..+ 1 column contains variables, represents number of firms.
> I want to calculate the minimum cost between cities and centres.  Each city
> can belong only to one of the centres.
> 
> A model example:
> costs: distance between municipalities and centres + plus number of firms in
> each municipality
> "Municipality"        "Centre1"       "Centre2"       "Centre3"       
> "Centre4"       "Centre5"       "Centre6"
> "Firms"                               
> "Muni1"                           30      20              60                
> 40                    
> 66                 90             15
> "Muni2"                           20      30                      60          
>       40                    
> 66                 90             10
> "Muni3"                           25      31              60                
> 40                    
> 66                 90               5
> "Muni4"                           27      26              60                
> 40                    
> 66                 90              30
> 
> The outcome of excel functon Solver is:
> cost assigned
> "Municipality"        "Centre1"       "Centre2"       "Centre3"       
> "Centre4"       "Centre5"       "Centre6"
> "Solution"                            
> "Muni1"                           0               20                 0        
>                 0                     
> 0                     0                   300
> "Muni2"                           20       0                         0        
>                 0                     
> 0                     0                   200
> "Muni3"                           25       0                         0        
>                 0                     
> 0                     0                   125
> "Muni4"                             0     26                 0                
>         0                     
> 0                     0                   780
> 
> objective : 1405
> 
> I used package "lpSolve" but there is a problem with variables "firms":
> 
> s <- as.matrix(read.table("C:/R/OPTIMALIZATION/DATA.TXT", dec = ",",
> sep=";",header=TRUE))
> 
>      [2] [3] [4] [5] [6]
> [1] 30 20 60 40 66 90
> [2] 20 30 60 40 66 90
> [3] 25 31 60 40 66 90
> [4] 27 26 60 40 66 90
> 
> row.signs <- rep ("=", 4)
> row.rhs <- c(15,10,5,30)
> col.signs <- rep ("=", 6)
> col.rhs <- c(1,1,1,1,1,1)
> lp.transport (costs, "min", row.signs, row.rhs, col.signs, col.rhs,
> presolve=0, compute.sens=0)
> lp.transport (costs, "min", row.signs, row.rhs, col.signs, col.rhs,
> presolve=0, compute.sens=0)$solution
> 
> Outcome:
> Error in lp.transport(costs, "min", row.signs, row.rhs, col.signs, col.rhs, 
> : 
>  Error: We have 6 signs, but 7 columns
> 
> Does anyone know where could the problem ? 
> Does there exist any other possibility how to perform that analysis in R ?
> I am bit confused here about how can I treat with the variables "firms".


Please provide a reproducible example including the necessary library() 
statements.

In the call of lp.transport you are using a variable "costs" but where is it 
defined?
You read a file with read.table into a variable "s".
Use dput.

Berend

 
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