AGR: CARMA Analysis and Number Theory Seminar
| Name: | AGR: CARMA Analysis and Number Theory Seminar |
| Calendar: | 1-day meetings & lectures |
| When: | Tue, September 17, 2013, 3:00 pm - 4:00 pm |
| Description: |
CARMA ANALYSIS AND NUMBER THEORY SEMINARSpeaker: Dr Hamish Waterer (CARMA, University of Newcastle)
AbstractAn exact bucket indexed (BI) mixed integer linear programming formulation for nonpreemptive single machine scheduling problems is presented that is a result of an ongoing investigation into strategies to model time in planning applications with greater efficacy. The BI model is a generalisation of the classical time indexed (TI) model to one in which at most two jobs can be processing in each time period. The planning horizon is divided into periods of equal length, but unlike the TI model, the length of a period is a parameter of the model and can be chosen to be as long as the processing time of the shortest job. The two models are equivalent if the problem data are integer and a period is of unit length, but when longer periods are used in the BI model, it can have significantly fewer variables and nonzeros than the TI model at the expense of a greater number of constraints. A computational study using weighted tardiness instances reveals the BI model significantly outperforms the TI model on instances where the mean processing time of the jobs is large and the range of processing times is small; that is, the processing times are clustered rather than dispersed. This research is a joint work with Natashia Boland and Riley Clement.
This seminar notice is available on the AMSI Website: Events > AGR Events
Seminar Convenors
If you (and your colleagues) wish to participate, please:
Contact:Ms Maaike Wienk |
| Location: | Access Grid from the AGR at University of Newcastle Map |
| URL: | http://carma.newcastle.edu.au/event.php?n=329 |
| Created: | 27 Aug 2013 05:52 am UTC |
| Modified: | 27 Aug 2013 06:08 am UTC |
| By: | rmoore |
| Status: | Confirmed |


