due date register - translation to greek
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due date register - translation to greek

Earliest due date; Single machine scheduling; Earliest Due - Date First

due date register      
ληξιάριο
due date         
WIKIMEDIA DISAMBIGUATION PAGE
Due date (disambiguation)
n. ημερομηνία λήξης
expiry date         
  • tag]] sealing a bag of [[hot dog bun]]s displays a ''best before'' date of February 29.
  • UK]] displays a use by date of 26 December pressed into the foil to indicate that the food may spoil and be unsafe after that date.
PREVIOUSLY DETERMINED DATE AFTER WHICH SOMETHING SHOULD NO LONGER BE USED
Best before; Sell by date; Expiry date; Freshness date; Use by; Use by date; Expiry; Sell-by date; Best before date; Best by; Expiry Date; Sell by; Draft:Expiration date; Product expiration
ημερομηνία λήξης

Definition

sell-by date
¦ noun a date marked on a perishable product indicating the recommended time by which it should be sold.
?informal a time after which something or someone is no longer considered desirable or effective.

Wikipedia

Single-machine scheduling

Single-machine scheduling or single-resource scheduling is an optimization problem in computer science and operations research. We are given n jobs J1, J2, ..., Jn of varying processing times, which need to be scheduled on a single machine, in a way that optimizes a certain objective, such as the throughput.

Single-machine scheduling is a special case of identical-machines scheduling, which is itself a special case of optimal job scheduling. Many problems, which are NP-hard in general, can be solved in polynomial time in the single-machine case.: 10–20 

In the standard three-field notation for optimal job scheduling problems, the single-machine variant is denoted by 1 in the first field. For example, " 1|| C j {\displaystyle \sum C_{j}} " is an single-machine scheduling problem with no constraints, where the goal is to minimize the sum of completion times.

The makespan-minimization problem 1|| C max {\displaystyle C_{\max }} , which is a common objective with multiple machines, is trivial with a single machine, since the makespan is always identical. Therefore, other objectives have been studied.