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In this paper, we consider interesting binomial and alternating binomial triple sums evaluated in multiplication forms in terms of the Fibonacci and Lucas numbers.
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참고문헌 (7)
참고문헌 신청
E. Klhc / 2019 / On binomial double sums with Fibonacci and Lucas Numbers-I / Ars Combin 144:173~185
E. Klhc / 2019 / On binomial double sums with Fibonacci and Lucas Numbers-II / Ars Combin 144:345~354
E. Klhc / 2011 / Alternating sums of the powers of Fibonacci and Lucas numbers / Miskolc Math. Notes 12(1):87~103
M. Khan / 2011 / Some binomial identities associated with the generalized natural number sequence / The Fibonacci Quarterly 49(1):57~65
H. Prodinger / 2008 / On a sum of Melham and its variants / The Fibonacci Quarterly 46-47(3):207~215
E. Klhc / 2019 / On binomial double sums with Fibonacci and Lucas Numbers-II / Ars Combin 144:345~354
E. Klhc / 2011 / Alternating sums of the powers of Fibonacci and Lucas numbers / Miskolc Math. Notes 12(1):87~103
M. Khan / 2011 / Some binomial identities associated with the generalized natural number sequence / The Fibonacci Quarterly 49(1):57~65
H. Prodinger / 2008 / On a sum of Melham and its variants / The Fibonacci Quarterly 46-47(3):207~215
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