用于打比赛的ACM算法模板 常用函数与STL 重要公式与定理 1. Fibonacci Number 2. Lucas Number 3. Catalan Number 4. Stirling Number(Second Kind) 5. Bell Number 6. Stirling's Approximation 7. Sum of Reciprocal Approximation 8. Young Tableau 9. 整数划分 10. 错排公式 11. 三角形内切圆半径公式 12. 三
ACM 算法模板集 Contents 一. 常用函数与STL 二. 重要公式与定理 1. Fibonacci Number 2. Lucas Number 3. Catalan Number 4. Stirling Number(Second Kind) 5. Bell Number 6. Stirling's Approximation 7. Sum of Reciprocal Approximation 8. Young Tableau 9. 整数划分 10. 错排公式 11. 三角形内切
本书是《怪曲线、数兔子及其他数学探究》的外文版本How does mathematics enable us to send pictures from space back to Earth? Where does the bell-shaped curve come from? Why do you need only 23 people in a room for a 50/50 chance of two of them sharing the same birthday? In St
MIMO系统中的智能天线技术与空时码快速解码的研究杭州屯f科技大学硕士学位论文
ABSTRACT
With the development of communication technology and the growing demand for a variety of
applications, communications networks are undergoing great change. It is can be expected that
mobile communicati
