On binomial sums and alternating binomial sums of generelized Fibonacci numbers with falling factorials

Author:

KOPARAL Sibel,ÖMÜR Neşe

Publisher

Mathematical Sciences and Applications E-Notes

Subject

General Medicine

Reference11 articles.

1. Reference1 Gould, H.W.: Combinatorial identities, Morgantown, W. Va., (1972).

2. Reference2 Kılıç E., Ömür, N. and Türker Ulutaş, Y.: Alternating sums of the powers of Fibonacci and Lucas numbers. Miskolc Mathematical Notes. 12 (1), 87-103 (2011).

3. Reference3 Kılıç E., Türker Ulutaş, Y., Ömür, N.: Formulas for weighted binomial sums with the powers of\ terms of binary recurrences. Miskolc Mathematical Notes. 13 (1), 53-65 (2012).

4. Reference4 Kılıç E., Ömür, N.. and Koparal, S.: On alternating weighted binomial sums with falling factorials. Bulletin of Mathematical Analysis and Applications. 9(1), 58-64 (2017).

5. Reference5 Kılıç E., Ömür, N.. and Koparal, S.: Formulae for two weighted binomial identities with the falling factorials.} Ars Combinatoria. 138 223-231 (2018).

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