On one generalization of the Fibonacci sequence. Part IV: Multiplicity roots of the characteristic equation

Peter G. Georgiev and Krassimir T. Atanassov
Notes on Number Theory and Discrete Mathematics, ISSN 1310–5132
Volume 2, 1996, Number 4, Pages 3–7
Full paper (PDF, 148 Kb)

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Authors and affiliations

Peter G. Georgiev
Dept. of Physics, VMEI,
Varna 9010, Bulgaria

Krassimir T. Atanassov
Math Research Lab., P.O.Box 12,
Sofia-1113, Bulgaria

References

  1. Georgiev P., Atanassov K., On one generalization of the Fibonacci sequence. Part I: Matrix representation. Bulletin of Number Theory, Vol. XVI, 1992, 67-73.
  2. Georgiev K., Atanassov K., On one generalization of the Fibonacci sequence. Part II: Some relations with arbitrary initial values. Bulletin of Number Theory, Vol. XVI, 1992, 75-82,
  3. Georgiev K., Atanassov K., On one generalization of the Fibonacci sequence. Part III: Some relations with fixed initial values, Bulletin of Number Theory, Vol, XVI, 1992, 83-92.
  4. Lankaster P. Theory of matrices, Academic Press, New York, 1969.

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Cite this paper

Georgiev, P. G. & Atanassov, K. T. (1996). On one generalization of the Fibonacci sequence. Part IV: Multiplicity roots of the characteristic equation. Notes on Number Theory and Discrete Mathematics, 2(4), 3-7.

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