Some identies inolving the generalized fibonacci numbers 數(shù)的幾個組合恒等式
The quotient ' s integrity of fibonacci number and lucas number 數(shù)列商的整性
Sun of products of odd power of fibonacci number and lucas number 數(shù)乘積的奇數(shù)次方的積和式
A class of linear diophantine equations with generalized fibonacci number coefficients 數(shù)為系數(shù)的線性不定方程
Some identities involving square of fibonacci numbers and lucas numbers 關于斐波那契數(shù)和魯卡數(shù)的平方的一些恒等式
Fibonacci number is equivalent to extracting just one item from that potentially infinite list Fibonacci數(shù)的計算相當于只是從可能的無窮列表中提取一項。
Fibonacci numbers at least have the virtue of creating a testable proposition ; one that they appear to fail 斐波納契數(shù)的優(yōu)點在于至少有可測試的主張;一個看起來錯了的主張。
One example of a lazy evaluation is a function that generates an infinite list of fibonacci numbers , but where the computation of the 一個懶惰計算的例子是生成無窮fibonacci列表的函數(shù),但是對第n個
Application which does nothing but consecutively calculate the fibonacci numbers with different seed values )應用程序作為基準,它不做任何事情,只是連續(xù)不斷地使用不同的種子數(shù)值計算fibonacci數(shù)字。
There in the bowels of the louvre . . . with images of phi and da vinci swirling through his mind , robert langdon suddenly and unexpectedly deciphered11 sauni re ' s code . “ fibonacci numbers only have meaning in their proper order 置身于盧浮宮深處,腦海中盤恒著phi和達?芬奇的畫面,羅伯特?蘭登忽然出乎意料地破解了索尼埃的密碼。