Orbits in max--min algebra
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Publication:819758
DOI10.1016/j.laa.2005.09.009zbMath1125.15020OpenAlexW1967597539MaRDI QIDQ819758
Publication date: 29 March 2006
Published in: Linear Algebra and its Applications (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/j.laa.2005.09.009
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Related Items (14)
Max algebraic powers of irreducible matrices in the periodic regime: an application of cyclic classes ⋮ AE and EA versions of X -robustness for interval circulant matrices in max–min algebra ⋮ \textbf{X}-robustness of interval circulant matrices in fuzzy algebra ⋮ On the \(\lambda \)-robustness of matrices over fuzzy algebra ⋮ Robustness of fuzzy interval circulant-Hankel matrices ⋮ An interval version of separation by semispaces in max-min convexity ⋮ Max-algebraic attraction cones of nonnegative irreducible matrices ⋮ Orbits and critical components of matrices in max-min algebra ⋮ AE and EA robustness of interval circulant matrices in max-product algebra ⋮ Subeigenvectors and supereigenvectors of fuzzy matrices ⋮ AE and EA robustness of interval circulant matrices in max-min algebra ⋮ Reachability of eigenspaces for interval matrices in max-min algebra ⋮ \(X^{A E}\) and \(X^{E A}\) robustness of max-min matrices ⋮ CSR expansions of matrix powers in max algebra
Cites Work
- Linear and combinatorial optimization in ordered algebraic structures
- Eigenvectors in Bottleneck algebra
- Minimax algebra
- Computing matrix period in max--min algebra
- On the powers of matrices in bottleneck/fuzzy algebra
- Residuation in fuzzy algebra and some applications
- Computing orbit period in max-min algebra
- Computing a graph's period quadratically by node condensation
- Powers of matrices over distributive lattices -- a review
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