Corpus ID: 18520320

Algebraic Unsolvability of Problem of Absolute Stability of Desynchronized Systems

@inproceedings{Kozyakin2013AlgebraicUO,
  title={Algebraic Unsolvability of Problem of Absolute Stability of Desynchronized Systems},
  author={V. Kozyakin},
  year={2013}
}
It is shown that in general for linear desynchronized systems there are no algebraic criteria of absolute stability. 

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References

SHOWING 1-10 OF 25 REFERENCES
Singular points of complex hypersurfaces
Algebraic Unsolvability of Problem of Absolute Stability of Desynchronized Systems
  • 2013
Analiz ustoichivosti rassinkhronizovannykh diskretnykh sistem
  • Moscow: Nauka,
  • 1992
Algebraic unsolvability of problem of absolute stability of desynchronized systems, Avtomat
  • i Telemekh.,
  • 1990
Stability of desynchronized complex systems of a special type
  • Avtomat. i Telemekh
  • 1985
Stability of desynchronized complex systems of a special type, Avtomat
  • i Telemekh.,
  • 1985
Desynchronization of linear systems, Math
  • Comput. Simulation,
  • 1984
Stability of desynchronized systems
  • Dokl. Akad. Nauk SSSR
  • 1984
...
1
2
3
...