Browse Papers
From IFORS
Contact Us
English
Remember me
Login
Forgot password?
Meral Azizoglu
Information about the author Meral Azizoglu will soon be added to the site.
Found
11 papers
in total
Date Descending
Date Ascending
Title Descending
Title Ascending
Bicriteria multiresource generalized assignment problem
2014
In this study, we consider a bicriteria multiresource generalized assignment problem....
A resource investment problem with time/resource trade-offs
2014
In this study, we consider a Resource Investment Problem with time/resource...
Capacity allocation problem in flexible manufacturing systems: branch and bound based approaches
2009
This study considers an operation assignment and capacity allocation problem that...
Scheduling parallel machinces to minimize weighted flowtime with family set-up times
2003
We describe and evaluate several branch-and-bound algorithms for an identical parallel...
Dynamic programming algorithms for scheduling parallel machines with family setup times
2001
We address the problem of scheduling jobs with family setup times on identical...
Scheduling a batch processing machine with non-identical job sizes
2000
The problem of scheduling batch processors is important in some industries and, at a...
On the minimization of total weighted flow time with identical and uniform parallel machines
1999
We consider the NP-hard problem of scheduling jobs on identical parallel machines to...
Tardiness minimization on parallel machines
1998
We consider the NP-hard problem of scheduling jobs on identical parallel machines to...
Bicriteria scheduling for minimizing flow time and maximum tardiness
1996
The authors consider the bicriteria problem of minimizing total flow time and maximum...
An efficient algorithm for the single machine tardiness problem
1994
This study considers the problem of minimizing total tardiness on a single machine. A...
Bicriteria scheduling problem involving total tardiness and total earliness penalties
1991
This paper considers the problem of minimizing the weighted sum of earliness and...
Papers per page:
6 Papers
12 Papers
24 Papers
36 Papers
48 Papers