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Lagrangian relaxation method for price-based unit commitment problem
Takayuki Shiina
*
, Isamu Watanabe
*
Corresponding author for this work
Research output
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Contribution to journal
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Article
›
peer-review
23
Citations (Scopus)
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Mathematics
Demand
29%
Demand Uncertainty
29%
Dynamic Programming
15%
Electric Power System
23%
Electricity
41%
Generator
11%
Industry
15%
Lagrangian Method
82%
Lagrangian Relaxation
82%
Maximise
14%
Model
4%
Profit
17%
Programming Model
35%
Relaxation Method
72%
Scenarios
13%
Schedule
15%
Scheduling Problem
15%
Stochastic Integer Programming
25%
Stochastic Model
14%
Stochastic Programming
18%
Uncertainty
25%
Unit
31%
Business & Economics
Commitment Problem
85%
Demand Uncertainty
21%
Deregulation
18%
Dynamic Programming
19%
Electric Power
23%
Electric Power Industry
26%
Electric Power System
30%
Electricity Demand
24%
Electricity Price
21%
Generator
20%
Integer Programming
21%
Lagrangian Relaxation
79%
Power Demand
28%
Price Uncertainty
24%
Profit
11%
Scenarios
12%
Schedule
15%
Scheduling Problem
18%
Stochastic Programming
23%
Uncertainty
11%
Unit Commitment
86%
Engineering & Materials Science
Deregulation
25%
Dynamic programming
19%
Electric power systems
16%
Electricity
29%
Industry
8%
Integer programming
21%
Profitability
17%
Relaxation
55%
Scheduling
13%
Stochastic programming
26%
Uncertainty
25%