„Mixed-integer programming“
Suchergebnisse
691 Treffer
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MIPLIB 2017: data-driven compilation of the 6th mixed-integer programming library
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Cost-Optimal Preventive Maintenance and Parts Replacement Schedule Using Mixed Integer Linear Programming
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Day-ahead optimal operation of active distribution networks with distributed generation and energy storage
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Linear Optimization Based Distribution Grid Flexibility Aggregation Augmented With OLTC Operational Flexibilities
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Surrogate “Level-Based” Lagrangian Relaxation for mixed-integer linear programming
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New mixed integer fractional programming problem and some multi-objective models for sparse optimization
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Hybrid improved sine cosine algorithm for mixed-integer nonlinear programming problems
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Regression-based multiobjective optimization approaches for the autoclave composite parts placement problem: a mixed integer nonlinear programming model and an evolutionary algorithm
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New mixed integer linear programming models and an iterated local search for the clustered traveling salesman problem with relaxed priority rule
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Modelling overflow using mixed integer programming in short-term hydropower scheduling
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The follower optimality cuts for mixed integer linear bilevel programming problems
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Dig-limits optimization through mixed-integer linear programming in open-pit mines
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A linearized polynomial mixed integer programming model for the integration of process planning and scheduling
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FATCOP 2.0: Advanced Features in an Opportunistic Mixed Integer Programming Solver
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Integrating SQP and Branch-and-Bound for Mixed Integer Nonlinear Programming
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Trajectory optimization for arbitrary layered geometries in wire-arc additive manufacturing
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Optimal Design of Electronic Components by Mixed-Integer Nonlinear Programming
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Multistage distributionally robust mixed-integer programming with decision-dependent moment-based ambiguity sets
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Adaptive piecewise linear relaxations for enclosure computations for nonconvex multiobjective mixed-integer quadratically constrained programs
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Tire noise optimization problem: a mixed integer linear programming approach