Ein algorithmus zur lösung des doppelt-emparametrisehen linearen optimierungsproblems
作者:
Horst Hollatz,
Horst Weinert,
期刊:
Mathematische Operationsforschung und Statistik
(Taylor Available online 1971)
卷期:
Volume 2,
issue 3
页码: 181-197
ISSN:0047-6277
年代: 1971
DOI:10.1080/02331887108801043
出版商: Akademie-Verlag
数据来源: Taylor
摘要:
In a former paper [1] the second author considered the twofold one parametric linear optimization problem with two independent parameters λ ϖRand μ ϖR. This paper described qualitative investigations and a procedure for solving this problem by a certain type of exhaustive algorithm which is rather difficult to handle. In the present paper the authors deal with the same problem, but now in the formThey give an alterantive algorithm which seems to be more effective than the former one. It describes a shortest route through the stability rectangles which result in solving the above problem: each rectangle is tonched only once. The authors prove that the algorithm takos care of all rectangles which can oeeur and they give an example.
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