Penerapan metode snake oil pada bilangan fibonacci, K-Fibonacci, Pell, K-Lucas, Lucas, dan K-Lucas, untuk membuktikan identitas kombinatorial

Albaihaqi, Abdul Hafidz (2016) Penerapan metode snake oil pada bilangan fibonacci, K-Fibonacci, Pell, K-Lucas, Lucas, dan K-Lucas, untuk membuktikan identitas kombinatorial. Diploma thesis, UIN Sunan Gunung Djati Bandung.

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Abstract

INDONESIA: Pada skripsi ini, akan ditunjukkan metode snake oil dapat diterapkan pada bilangan Fibonacci, k-Fibonacci, Pell, k-Pell, Lucas, dan k-Lucas untuk membuktikan identitas kombinatorial. Diketahui, barisan Fibonacci, k-Fibonacci, Pell. k-Pell, Lucas dan k-Lucas yang didefinisikan secara rekursif akan dibentuk menjadi fungsi pembangkit, setelah itu dengan menerapkan metode snake oil pada bilangan Fibonacci, k-Fibonacci, Pell, k-Pell, Lucas, dan k-Lucas, maka dapat membuktikan identitas kombinatorial. ENGLISH: For this literature, showed that snake oil method can be applied on a number Fibonacci, k-Fibonacci, Pell, k-Pell, Lucas, and K-Lucas to prove the identity of the kombinatorial. Known, the Fibonacci sequence, k-Fibonacci, Pell, k-Pell, Lucas, and k-Lucas is defined recursively formed into generation functionology. Show by Applying the method of snake oil in a number Fibonacci, k-Fibonacci, Pell, k-Pell, Lucas, and k-Lucas, then can be proved the identity combinatorial.

Item Type: Thesis (Diploma)
Uncontrolled Keywords: Barisan Fibonacci; Barisan k-Fibonacci; Barisan Pell; Barisan k-Pell; barisan Lucas; Barisan k-Lucas; Formula Binet; Fungsi Pembangkit; Metode Snake Oil
Subjects: Mathematics > Data Processing and Analysis of Mathematics
Divisions: Fakultas Sains dan Teknologi > Program Studi Matematika
Depositing User: rofita fita robi'in
Date Deposited: 08 May 2019 03:15
Last Modified: 08 May 2019 03:15
URI: http://digilib.uinsgd.ac.id/id/eprint/20143

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