A Combinatoric Proof and Generalization of Ferguson's Formula for k-generalized Fibonacci Numbers

Original language	American English
Pages (from-to)	266-273
Journal	Fibonacci Quarterly
Volume	42
State	Published - 2002

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Kessler, D., & Schiff, J. (2002). A Combinatoric Proof and Generalization of Ferguson's Formula for k-generalized Fibonacci Numbers. Fibonacci Quarterly, 42, 266-273.

Kessler, David ; Schiff, J. / A Combinatoric Proof and Generalization of Ferguson's Formula for k-generalized Fibonacci Numbers. In: Fibonacci Quarterly. 2002 ; Vol. 42. pp. 266-273.

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author = "David Kessler and J. Schiff",

year = "2002",

language = "American English",

volume = "42",

pages = "266--273",

journal = "Fibonacci Quarterly",

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Kessler, D & Schiff, J 2002, 'A Combinatoric Proof and Generalization of Ferguson's Formula for k-generalized Fibonacci Numbers', Fibonacci Quarterly, vol. 42, pp. 266-273.

A Combinatoric Proof and Generalization of Ferguson's Formula for k-generalized Fibonacci Numbers. / Kessler, David; Schiff, J.
In: Fibonacci Quarterly, Vol. 42, 2002, p. 266-273.

Research output: Contribution to journal › Article › peer-review

TY - JOUR

T1 - A Combinatoric Proof and Generalization of Ferguson's Formula for k-generalized Fibonacci Numbers

AU - Kessler, David

AU - Schiff, J.

PY - 2002

Y1 - 2002

UR - http://u.math.biu.ac.il/~schiff/Papers/pap25.pdf

M3 - Article

SN - 0015-0517

VL - 42

SP - 266

EP - 273

JO - Fibonacci Quarterly

JF - Fibonacci Quarterly

ER -

Kessler D, Schiff J. A Combinatoric Proof and Generalization of Ferguson's Formula for k-generalized Fibonacci Numbers. Fibonacci Quarterly. 2002;42:266-273.