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Original Articles

Scheduling in a Semi-Ordered Flow-shop Without Intermediate Queues

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Pages 263-272 | Received 01 Jun 1978, Published online: 06 Jul 2007

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Christos Koulamas & George J. Kyparisis. (2021) The no-wait flow shop with rejection. International Journal of Production Research 59:6, pages 1852-1859.
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Sven Axsäter. (1982) On Scheduling in a Semi-Ordered Flow Shop Without Intermediate Queues. A I I E Transactions 14:2, pages 128-130.
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Articles from other publishers (13)

Mostafa Khatami, Amir Salehipour & T.C.E. Cheng. (2023) Flow-shop scheduling with exact delays to minimize makespan. Computers & Industrial Engineering 183, pages 109456.
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Christos Koulamas & George J. Kyparisis. (2022) Flow shop scheduling with two distinct job due dates. Computers & Industrial Engineering 163, pages 107835.
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S. S. Panwalkar & Christos Koulamas. (2019) Three-stage ordered flow shops with either synchronous flow, blocking or no-idle machines. Journal of Scheduling 23:1, pages 145-154.
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Christos Koulamas & S.S. Panwalkar. (2018) New index priority rules for no-wait flow shops. Computers & Industrial Engineering 115, pages 647-652.
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S.S. Panwalkar, Milton L. Smith & Christos Koulamas. (2013) Review of the ordered and proportionate flow shop scheduling research. Naval Research Logistics (NRL) 60:1, pages 46-55.
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Hamilton Emmons & George VairaktarakisHamilton Emmons & George Vairaktarakis. 2013. Flow Shop Scheduling. Flow Shop Scheduling 189 220 .
S.S. Panwalkar & Christos Koulamas. (2012) An O(n2) algorithm for the variable common due date, minimal tardy jobs bicriteria two-machine flow shop problem with ordered machines. European Journal of Operational Research 221:1, pages 7-13.
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Vladimir G. Deĭneko, Dvir Shabtay & George Steiner. (2010) On the asymptotic behavior of subtour-patching heuristics in solving the TSP on permuted Monge matrices. Journal of Heuristics 17:1, pages 61-96.
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SANTOSH N. KABADI. (2011) GENERALISATIONS OF THE GILMORE-GOMORY TRAVELING SALESMAN PROBLEM AND THE GILMORE-GOMORY SCHEME: A SURVEY. International Game Theory Review 03:02n03, pages 213-235.
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Rainer E. Burkard, Vladimir G. Deineko, René van Dal, Jack A. A. van der Veen & Gerhard J. Woeginger. (1998) Well-Solvable Special Cases of the Traveling Salesman Problem: A Survey. SIAM Review 40:3, pages 496-546.
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John Mittenthal, M. Raghavachari & Arif I. Rana. (1995) V- and GG-shaped properties for optimal single machine schedules for a class of non-separable penalty functions. European Journal of Operational Research 86:2, pages 262-269.
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W.J. Selen & D.D. Hott. (1986) A new formulation and solution of the flowshop scheduling problem with no in-process waiting. Applied Mathematical Modelling 10:4, pages 246-248.
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Hans Röck. (1984) The Three-Machine No-Wait Flow Shop is NP-Complete. Journal of the ACM 31:2, pages 336-345.
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