Minimizing total completion time and maximum cost simultaneously is solvable in polynomial time


Article
pp 205-208.
This publication is part of collection
Related Files
asset icon
(MinimumTotalCompletion-1995.pdf, 0.3MB)

We prove that the bicriteria single-machine scheduling problem of minimizing total completion time and maximum cost simultaneously is solvable in polynomial time. Our result settles a long-standing open problem.



Keywords


Automatically Extracted Terms
  • schedule
  • problem
  • algorithm
  • pareto
  • completion time
  • completion
  • scheduling
  • point
  • polynomial time
  • job jj
  • interchange
  • deadline
  • performance measures
  • kth position
  • jobs ji
  • polynomial
  • number
  • van wassenhove
  • proof
  • position