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Exact algorithms for a joint order acceptance and scheduling problem
Xin Li
,
Jose A. Ventura
Harold and Inge Marcus Department of Industrial and Manufacturing Engineering
Research output
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Contribution to journal
›
Article
›
peer-review
22
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Scopus citations
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Keyphrases
Exact Algorithm
100%
Scheduling Problem
100%
Order Acceptance
100%
Tardiness Penalty
75%
Processing Time
50%
Dynamic Programming
50%
Dynamic Programming Algorithm
50%
Binary Variables
50%
Relation-aware
50%
CPLEX
50%
High Efficiency
25%
Computation Time
25%
Multiple Stages
25%
Model Use
25%
Numerical Experiments
25%
Original Model
25%
Capacity Constraints
25%
Mathematical Formulation
25%
Total Revenue
25%
High Computational Efficiency
25%
Due Date
25%
Lagrangian Relaxation
25%
CPU Time
25%
Ordering Strategy
25%
Multiple Order
25%
Make-to-order
25%
Production Schedule
25%
Order Processing
25%
Mathematics
Lagrangian
100%
Integer
100%
Numerical Experiment
100%
Single Machine
100%
Optimal Set
100%
Time Unit
100%
Mathematical Formulation
100%
Computer Science
Dynamic Programming
100%
Scheduling Problem
100%
Exact Algorithm
100%
Processing Time
66%
Binary Variable
66%
Computational Efficiency
33%
Single Machine
33%
Dynamic Programming Algorithm
33%
Computational Time
33%
Lagrangian Relaxation
33%
Continuous Variable
33%
Production Schedule
33%
Engineering
Joints (Structural Components)
100%
Dynamic Programming
100%
Exact Algorithm
100%
Processing Time
50%
Binary Variable
50%
Computational Time
25%
Optimal Set
25%
Numerical Experiment
25%
Computational Efficiency
25%
Machine System
25%
Continuous Variable
25%
Multiple Stage
25%
Lagrangian Relaxation
25%