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Concatenation of Consecutive Fibonacci and Lucas Numbers: a Lesson in Patterns of Divisibility and Proof

机译：连续斐波那契数和卢卡斯数的级联：一整除和证明模式的课程

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Moore Thomas;
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年度 2013
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1. Hyperbolic Fibonacci and Lucas Functions, “Golden” Fibonacci Goniometry, Bodnar’s Geometry, and Hilbert’s——Part I. Hyperbolic Fibonacci and Lucas Functions and “Golden” Fibonacci Goniometry [J] . Alexey Stakhov, Samuil Aranson Applied Mathematics . 2011,第1期

机译：双曲线斐波那契和卢卡斯函数，“黄金”斐波那契测角法，博德纳几何和希尔伯特的-第一部分。双曲线斐波那契和卢卡斯函数与“金”斐波那契测角法
2. THE CONVERSE OF EXACT DIVISIBILITY BY POWERS OF THE FIBONACCI AND LUCAS NUMBERS [J] . KRITKHAJOHN ONPHAENG, PRAPANPONG PONGSRIIAM The Fibonacci quarterly . 2018,第4期

机译：通过斐波纳契和卢卡斯数字的权力交换确切的分配性
3. On factors of sums of consecutive Fibonacci and Lucas numbers [J] . Zvonko Tomislav ?erin Annales Mathematicae et Informaticae . 2013,第2期

机译：关于连续斐波那契数和卢卡斯数之和的因子
4. On r-circulant matrices with Fibonacci and Lucas numbers having arithmetic indices [C] . Aldous Cesar F. Bueno International Conference on Mathematics, Statistics, and Their Applications . 2017

机译：在具有算术指标的斐波纳契和卢卡斯数字的R-循环矩阵
5. Fibonacci and Lucas convolutions and divisibility. [D] . Wiemann, Michael Raymond. 2001

机译：斐波那契和卢卡斯的卷积和可除性。
6. Correction to: On the spectral norms of r-circulant matrices with the bi-periodic Fibonacci and Lucas numbers [O] . Cahit Köme, Yasin Yazlik -1

机译：校正至：具有二周期斐波那契数和卢卡斯数的r循环矩阵的谱范数
7. Product of Two Consecutive Fibonacci or Lucas Numbers Divisible by their Prime Sum of Indices [O] . Pletser, Vladimir 2014

机译：两个连续斐波那契或卢卡斯数的乘积可被它们整除指数的总和

Concatenation of Consecutive Fibonacci and Lucas Numbers: a Lesson in Patterns of Divisibility and Proof

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