HDU 3117(数论,斐波那契+矩阵连乘)
来源:互联网 发布:淘宝牙齿矫正器挺好用 编辑:程序博客网 时间:2024/05/05 14:22
Fibonacci Numbers
Time Limit: 2000/1000 MS (Java/Others) Memory Limit: 32768/32768 K (Java/Others)
Total Submission(s): 378 Accepted Submission(s): 184
Problem Description
The Fibonacci sequence is the sequence of numbers such that every element is equal to the sum of the two previous elements, except for the first two elements f0 and f1 which are respectively zero and one.
What is the numerical value of the nth Fibonacci number?
What is the numerical value of the nth Fibonacci number?
Input
For each test case, a line will contain an integer i between 0 and 108 inclusively, for which you must compute the ith Fibonacci number fi. Fibonacci numbers get large pretty quickly, so whenever the answer has more than 8 digits, output only the first and last 4 digits of the answer, separating the two parts with an ellipsis (“...”).
There is no special way to denote the end of the of the input, simply stop when the standard input terminates (after the EOF).
There is no special way to denote the end of the of the input, simply stop when the standard input terminates (after the EOF).
Sample Input
0123453536373839406465
Sample Output
0112359227465149303522415781739088169632459861023...41551061...77231716...7565
- HDU 3117(数论,斐波那契+矩阵连乘)
- HDU 3936 斐波那契性质矩阵连乘
- hdu3117(斐波那契数列,矩阵连乘)
- hdu1588(斐波那契,矩阵连乘)
- HDU 1588 斐波那契数列数列变形和矩阵连乘
- hdu 4549 M斐波那契数列 数论 矩阵
- HDU 4549 矩阵连乘
- hdu 1757 矩阵连乘
- hdu 4920矩阵连乘
- 寂寞的素数 斐波那契数列性质+矩阵连乘+欧拉定理 经典啊
- 斐波那契数列(数论+矩阵加速)
- hdu 3117 Fibonacci Numbers(数学推导+矩阵连乘)
- 矩阵链乘+斐波那契+快速幂 专题
- hdu 4382 模拟 矩阵连乘 高精度
- HDU 1588 二分矩阵连乘求和
- POJ3070 Fibonacci (矩阵连乘)
- 矩阵连乘 动态规划(转载)
- 矩阵连乘(动规递推解决)
- 电子线路基础 1-----第一讲笔记
- 电子线路基础 2-----第 2 讲笔记
- 《H.264 and MPEG-4 video compression》读后感
- Your content must have a ListView whose id attribute is 'android.R.id.list'
- C++ 可变形参 用法示例[摘自MSDN]
- HDU 3117(数论,斐波那契+矩阵连乘)
- PPC指令集[转]
- [水] zoj 2850 Beautiful Meadow
- Bellman-ford算法实现
- HDC与CDC
- [iphone] iPhone 开发过程中的一些小技术的总结
- Magento怎么升级?
- JavaScript弹出Div层(嵌入文字)- 可拖动+最小化
- C++错误LIBCD.lib(wincrt0.obj) : error LNK2001: unresolved external symbol _WinMain@16的原因