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  • Max-min algebra and its various aspects have been intensively studied by many authors because of its applicability to various areas, such as fuzzy systems, knowledge management and others. Binary operations of addition and multiplication are replaced in max-min algebra by operations of maximum and minimum. The article is focused on the special type of matrices - Monge matrices. These matrices have been studied in max-plus algebra, in which they have various applications.
  • Max-min algebra and its various aspects have been intensively studied by many authors because of its applicability to various areas, such as fuzzy systems, knowledge management and others. Binary operations of addition and multiplication are replaced in max-min algebra by operations of maximum and minimum. The article is focused on the special type of matrices - Monge matrices. These matrices have been studied in max-plus algebra, in which they have various applications. (en)
Title
  • Construction of Monge matrices in max-min algebra
  • Construction of Monge matrices in max-min algebra (en)
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  • Construction of Monge matrices in max-min algebra
  • Construction of Monge matrices in max-min algebra (en)
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  • RIV/62690094:18450/11:10067255!RIV12-MSM-18450___
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  • P(EE2.3.20.0001), P(GA402/09/0405), S
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  • 191750
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  • RIV/62690094:18450/11:10067255
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  • Monge matrix, binary Monge matrix, max-min algebra (en)
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  • [9556F2C7A452]
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  • Mathematical methods in economics 2011 : part II. : proceedings
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  • Pozdílková, Alena
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  • Professional publishing
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  • 978-80-7431-059-1
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  • 18450
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