Results 91 to 100 of about 1,240,285 (142)
Computation of L ⊕ for several cubic Pisot numbers
In this article, we are dealing with β-numeration, which is a generalization of numeration in a non-integer base. We consider the class of simple Parry numbers such that d β (1) = 0.k 1 d-1 k d with d ∈ ℕ, d ...
Julien Bernat
doaj
In this paper, firstly, we define the Generalized Tribonacci-Lucas numbers. In addition, by also defining circulant matrices C_{n}(G) and C_{n}(S) whose entries are Generalized Tribonacci and Generalized Tribonacci-Lucas numbers, we compute spectral norms and determinants of these matrices.
Yilmaz, Nazmiye +2 more
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TRIBONACCI NUMBERS AS PRODUCTS OF TWO NARAYANA’S NUMBERS
Let $(N_n)_{n \ge0}$ be the Narayana’s cows sequence and $(T_n)_{n \ge0}$ the Tribonacci sequence. In this paper, we investigate Diophantine equations involving the Tribonacci sequence and the Narayana sequence. More precisely, we solve the Diophantine equations \[T_k=N_mN_n,\] \[N_k=T_mT_n.\] Using a combination of linear forms in logarithms ...
null Sémou Diouf +2 more
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An extended framework for bihyperbolic generalized Tribonacci numbers
The aim of this article is to identify and analyze a new type special number system which is called bihyperbolic generalized Tribonacci numbers (BGTN for short). For this purpose, we give both classical and several new properties such as; recurrence relation, Binet formula, generating function, exponential generating function, summation formulae ...
Nurten Gürses, Zehra İşbilir
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Fibonacci numbers: A population dynamics perspective. [PDF]
Supriatna AK, Carnia E, Ndii MZ.
europepmc +1 more source
On the higher power sums of reciprocal higher-order sequences. [PDF]
Wu Z, Zhang J.
europepmc +1 more source
Diophantine triples in linear recurrences of Pisot type. [PDF]
Fuchs C, Hutle C, Luca F.
europepmc +1 more source
Student placement and skill ranking predictors for programming classes using class attitude, psychological scales, and code metrics. [PDF]
Ishizue R +3 more
europepmc +1 more source
Hybrid threshold adaptable quantum secret sharing scheme with reverse Huffman-Fibonacci-tree coding. [PDF]
Lai H +6 more
europepmc +1 more source
On the sums of Tribonacci and Tribonacci-Lucas numbers
openaire +1 more source

