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integer programming » linear programming (Expand Search)
programming topic » programming via (Expand Search), programming i (Expand Search)
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Implementing the branch-and-cut approach for a general purpose Benders’ decomposition framework - Computational results
Published 2025“…While useful for exploiting structure in mathematical and constraint programs, the use of Benders’ decomposition typically requires significant implementation effort to achieve an effective solution algorithm. …”
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<b>A B-file for the Integer Sequence A083097: a(n) = A083096(n)/6.</b>
Published 2025“…<p dir="ltr">This is a b-file that I have contributed to the Integer Sequence A083097 which is represented by the general formula: a(n) = A083096(n)/6 in the On-Line Encyclopedia of Integer Sequences.…”
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A Dataset of Prolog Submissions for Feedback Research: 7201 Programs and 200 Manual Annotations
Published 2025“…It is intended for research on automated feedback, bug fixing, program repair, and learning analytics in logic programming education.…”
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Data_Sheet_1_A tree-based approach to identify indispensable foods in minimum-cost food baskets.pdf
Published 2024“…These cost estimates typically account for seasonal fluctuations but often overlook significant disruptions in the availability of affordable nutritious food that can severely impact food and nutrition security.…”
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An irregular design detects 24hr and 4hr rhythms at all acrophases.
Published 2025“…The methodically-constructed design was generated using mixed-integer conic programming in PowerCHORD.</p> <p>(TIFF)</p>…”
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Maintenance scheduling optimisation for sustainable steel ladle fleet operations
Published 2025“…To address this gap, we present a novel mixed-integer quadratically constrained programming model that captures the complete ladle life cycle, integrating production and refractory degradation constraints to minimise the <math><msubsup>CO<mrow><mn>2</mn></mrow><mrow></mrow></msubsup></math> emissions. …”
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Overnight technician routing and scheduling problem with time windows and balanced workloads: a bi-objective zebra optimization algorithm
Published 2025“…This problem is motivated by a real application in the telecommunications industry in Saskatchewan, Canada. A mixed-integer nonlinear programming (MINLP) model is employed to achieve two key objectives: (1) minimising the total costs associated with technicians and subcontractors, including travel costs, accommodation costs and penalty costs caused by late starts and (2) minimising imbalanced workloads. …”