In-memory data exchange
Description
- ugiocb.c: Exchanging data between model and host application. Callbacks for exchanging data: sparse data, string indices (requires burglar13.mos)
- ugiodense.c: Exchanging data between model and host application. Dense data (requires burglar6.mos)
- ugioscalar.c: Exchanging data between model and host application. Scalars (requires burglar12.mos)
- ugiosparse.c: Exchanging data between model and host application. Sparse data, string indices (requires burglar7.mos)
Source Files
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burglar12.mos
(!******************************************************
Mosel User Guide Example Problems
=================================
file burglar12.mos
`````````````````
Same as burglari.mos, with some scalars
input from/output to calling application.
*** Not intended to be run standalone - run from ugioscalar.c ***
(c) 2008 Fair Isaac Corporation
author: S. Heipcke, Mar. 2008
*******************************************************!)
model Burglar12
uses "mmxprs"
parameters
NUM = '' ! Location for no. of items output
SOLVAL = '' ! Location for objective value output
WMAX = '' ! Maximum weight allowed
end-parameters
declarations
WTMAX: integer ! Maximum weight allowed
ITEMS = {"camera", "necklace", "vase", "picture", "tv", "video",
"chest", "brick"} ! Index set for items
VALUE: array(ITEMS) of real ! Value of items
WEIGHT: array(ITEMS) of real ! Weight of items
soltake: array(ITEMS) of real ! Solution values
end-declarations
VALUE :: (["camera", "necklace", "vase", "picture", "tv", "video",
"chest", "brick"])[15,100,90,60,40,15,10,1]
WEIGHT:: (["camera", "necklace", "vase", "picture", "tv", "video",
"chest", "brick"])[2,20,20,30,40,30,60,10]
initializations from 'raw:'
WTMAX as WMAX
end-initializations
declarations
take: array(ITEMS) of mpvar ! 1 if we take item i; 0 otherwise
end-declarations
! Objective: maximize total value
MaxVal:= sum(i in ITEMS) VALUE(i)*take(i)
! Weight restriction
sum(i in ITEMS) WEIGHT(i)*take(i) <= WTMAX
! All variables are 0/1
forall(i in ITEMS) take(i) is_binary
maximize(MaxVal) ! Solve the MIP-problem
! Print out the solution
writeln("Solution:")
forall(i in ITEMS) writeln(" take(", i, "): ", getsol(take(i)))
! Output solution to calling application
initializations to 'raw:'
evaluation of getobjval as SOLVAL
evaluation of round(sum(i in ITEMS) getsol(take(i))) as NUM
end-initializations
end-model
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