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  • Extremal algebra deals with extremal operations: maximum and minimum, which are used in place of operations of addition and multiplication used in the linear algebra. The properties of eigenvectors and the structure of the eigenspace are described, from various points of view, for general case and also for special types of matrices.
  • Extremal algebra deals with extremal operations: maximum and minimum, which are used in place of operations of addition and multiplication used in the linear algebra. The properties of eigenvectors and the structure of the eigenspace are described, from various points of view, for general case and also for special types of matrices. (en)
  • Extremální algebra používá extremální operace: maximum a minimum, namísto standardních operací plus a krát, používaných v lineární algebře. Vlastnosti vlastních vektorů a struktura vlastního prostoru se popisuje z různých úhlů pohledu, jak pro obecný případ, tak i pro speciální typy matic. (cs)
Title
  • Eigenproblem in extremal algebras
  • Eigenproblem in extremal algebras (en)
  • Vlastní problém v extremálních algebrách (cs)
skos:prefLabel
  • Eigenproblem in extremal algebras
  • Eigenproblem in extremal algebras (en)
  • Vlastní problém v extremálních algebrách (cs)
skos:notation
  • RIV/62690094:18450/07:00002010!RIV08-GA0-18450___
http://linked.open.../vavai/riv/strany
  • 15-21
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  • P(GA402/06/1071)
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  • 419394
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  • RIV/62690094:18450/07:00002010
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  • eigenproblem; max-plus algebra; max-min algebra (en)
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  • [00CCE42223DE]
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  • Nova Gorica
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  • Symposium on Operational Research
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  • Gavalec, Martin
  • Plavka, J.
number of pages
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  • University of Nova Gorica
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  • 978-961-6165-25-9
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  • 18450
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