2023
DOI: 10.1007/s12351-023-00750-4
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A two-phase resource-constrained project scheduling approach for design and development of complex product systems

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Cited by 5 publications
(3 citation statements)
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“…proposed a matrix that can help obtain the optimal design strategy for determining product design specifications [35]. Peykani et al (2023) developed a two-stage resource scheduling model to address the scheduling challenges of design and development projects for complex product systems [36]. However, these models are overly intricate and challenging to compute.…”
Section: Literature Review 21 Modeling Of the Product Development Pro...mentioning
confidence: 99%
“…proposed a matrix that can help obtain the optimal design strategy for determining product design specifications [35]. Peykani et al (2023) developed a two-stage resource scheduling model to address the scheduling challenges of design and development projects for complex product systems [36]. However, these models are overly intricate and challenging to compute.…”
Section: Literature Review 21 Modeling Of the Product Development Pro...mentioning
confidence: 99%
“…We formulate the problem as a mixed integer program (MIP). To model resource allocations, we employ a flow-based formulation adopted in many recent project scheduling works, e.g., [51]- [58]. This formulation is especially suitable for stochastic models, where the activity start or finish times may vary according to the realized durations.…”
Section: The Proposed Mixed Integer Program (Mip) Formulationmentioning
confidence: 99%
“…The dynamic DSM optimization serves to reduce iterations and rework by reordering activities to push feedback markers toward the lower left corner of the matrix (diagonal), or to block diagonalization. Objective functions include minimizing the amount of feedback in the DSM [28], minimizing the feedback length [29], and reducing the total project iteration time [30] to optimize the total project coordination cost. Optimization methods include the path searching method, powers of the adjacency matrix method, reachability matrix method, triangularization algorithm, and depth first search algorithm, all of which sort and group tasks to minimize iterations.…”
Section: Dsm Optimizationmentioning
confidence: 99%