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Research Paper | Mathematics | India | Volume 5 Issue 9, September 2016
Missing Terms Formula for Tribonacci-Like Sequences
G.P.S. Rathore | Omprakash Sikhwal  | Ritu Choudhary
Abstract: Tribonacci sequences are generalization of Fibonacci sequences. Tribonacci sequence is defined by Tn=Tn-1+Tn-2+Tn-3, n3 with T0=0, T1=1 and T2=1. In recent years, few research scholars have been introduced Fibonacci-Like sequences which are similar to Fibonacci sequences in recurrence relation, but initial conditions are different. Due to this reason, these are known as Fibonacci-Like sequences. Tribonacci-Like sequences can be established by same pattern. A formula derived by Natividad to find missing terms for Fibonacci-like sequence. In this paper, we present a formula to find consecutive missing terms for Tribonacci-Like Sequences in terms of conventional Tribonacci numbers.
Keywords: Tribonacci Sequence, Tribonacci-Like Sequence, Missing term, Binet's Formula
Edition: Volume 5 Issue 9, September 2016,
Pages: 590 - 592