Additive and Modulo Properties with Binet Formula of p−Tribonacci Numbers.

Autor: Hathiwala, Gautam, Hathiwala, Minakshi Biswas, Sojitra, Devangi
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Zdroj: Palestine Journal of Mathematics; 2024 Special Issue, Vol. 13, p143-154, 12p
Abstrakt: We discuss some unknown properties of p−Tribonacci numbers i.e. the Tribonacci polynomials, as has been defined and studied by B. Rybołowicz and A. Tereszkiewicz [1]. We also derive the Binet formula for p− Tribonacci numbers [1]. Finally we talk about some interesting properties related to the congruence of p− Tribonacci numbers mod pk, for k = 1, 2, 3 [ABSTRACT FROM AUTHOR]
Databáze: Complementary Index