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Open Access research that delivers better decision support and knowledge modelling

Strathprints makes available Open Access scholarly outputs by Management Science at Strathclyde. Particular research specialisms include knowledge modelling within organisations but also problem structuring and analytical approaches to better interpret risk and uncertainty. Some of these management science approaches are applied within healthcare systems and have close links with economics and operations management.

Explore some of this Open Access research from Management Science. Or explore all Strathclyde Open Access research...

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Number of items: 7.


Lee, Hyunju and Cha, Ji Hwan and Finkelstein, Maxim (2022) A preventive replacement policy for a system subject to bivariate generalized Polya failure process. Mathematics, 10 (11). 1833. ISSN 2227-7390

Dui, Hongyan and Xu, Zhe and Chen, Liwei and Xing, Liudong and Liu, Bin (2022) Data-driven maintenance priority and resilience evaluation of performance loss in a main coolant system. Mathematics, 10 (4). 563. ISSN 2227-7390


Ricciardi, Lorenzo A. and Maddock, Christie Alisa and Vasile, Massimiliano (2021) Multi-objective optimisation under uncertainty with unscented temporal finite elements. Mathematics, 9 (23). 3010.

Marchetti, Francesco and Minisci, Edmondo (2021) Genetic programming guidance control system for a reentry vehicle under uncertainties. Mathematics, 9 (16). 1868.

Stirrat, Sarah and Afsar, Mohammed Z. and Minisci, Edmondo (2021) Assessment of optimization methods for aeroacoustic prediction of trailing-edge interaction noise in axisymmetric jets. Mathematics, 9 (9). 998.

Yakoubi, Khadija and Montassir, Soufiane and Moustabchir, Hassane and Elkhalfi, Ahmed and Pruncu, Catalin Iulian and Arbaoui, Jamal and Farooq, Muhammad Umar (2021) An extended finite element method (XFEM) study on the elastic T-stress evaluations for a notch in a pipe steel exposed to internal pressure. Mathematics, 9 (5). 507.


Chen, Herman Z.Q. and Kitaev, Sergey and Sun, Brian Y. (2020) Lower bounds, and exact enumeration in particular cases, for the probability of existence of a universal cycle or a universal word for a set of words. Mathematics, 8 (5). 778.

This list was generated on Wed Aug 17 13:59:09 2022 BST.