no zuo no die
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1 #include <iostream> 2 #include <cstring> 3 #include <cstdio> 4 using namespace std; 5 namespace Dp{//状态转移 6 void shudp()/*"树Dp"*/{ 7 cout<<"树Dp"<<endl;{ 8 cout<<"hzoj:800 1040"<<‘ ‘<<"熟练剖分"<<endl; 9 cout<<"n2的转移"<<endl; 10 cout<<endl<<"+++++++++++++"<<endl; 11 cout<<"hzoj:800 1032"<<‘ ‘<<"战争调度"<<endl; 12 cout<<"基于完全二叉树的一个树归"<<endl; 13 cout<<endl<<"+++++++++++++"<<endl; 14 } 15 } 16 void zuobiaodp/*"坐标Dp"*/(){ 17 cout<<"坐标dp"<<endl;{ 18 } 19 } 20 void qujiandp/*"区间Dp"*/(){ 21 cout<<"区间dp"<<endl;{ 22 } 23 } 24 void xianxingdp/*"线性Dp"*/(){ 25 cout<<"线性dp"<<endl;{ 26 } 27 } 28 void beibaodp/*"背包dp"*/(){ 29 cout<<"背包dp"<<endl;{ 30 } 31 } 32 void youxuadp/*"优化Dp"*/(){ 33 cout<<"数据结构优化Dp"<<endl;{ 34 } 35 } 36 void zhuangyadp/*状压dp*/(){ 37 cout<<"状压dp"<<endl;{ 38 } 39 } 40 } 41 namespace erfen{//二分 42 } 43 namespace math{//数论 44 void gcd()/*最大公约数*/{ 45 cout<<"最大公约数"<<endl;{ 46 } 47 } 48 void phi()/*欧拉函数*/{ 49 cout<<"欧拉函数"<<endl;{ 50 } 51 } 52 void cart()/*卡特兰数*/{ 53 cout<<"卡特兰数"<<endl;{ 54 cout<<"hzoj:800 1030"<<‘ ‘<<"网格"<<endl; 55 cout<<"神奇的打表找规律,以及废掉的高精"<<endl; 56 cout<<endl<<"+++++++++++++"<<endl; 57 } 58 } 59 void task4(){ 60 } 61 void task5(){ 62 } 63 void task6(){ 64 } 65 } 66 namespace tulun{//图论 67 } 68 namespace matrix{//矩阵 69 void jzksm()/*矩阵优化dp*/{ 70 cout<<"矩阵"<<endl;{ 71 cout<<"hzoj:800 1000"<<‘ ‘<<"随"<<endl; 72 cout<<"达哥出的题,通过源根构造初始矩阵"<<endl; 73 cout<<endl<<"+++++++++++++"<<endl; 74 } 75 } 76 } 77 namespace shujujiegou{ 78 void zhuxishu()/*主席树*/{ 79 cout<<"主席树"<<endl;{ 80 cout<<"cogs 930"<<‘ ‘<<" 找第k小的数"<<endl; 81 cout<<"一道水题,板子"<<endl; 82 cout<<endl<<"+++++++++++++"<<endl; 83 cout<<"cogs 1827"<<‘ ‘<<"快递员"<<endl; 84 cout<<"稍有变形,依旧很水"<<endl; 85 cout<<endl<<"+++++++++++++"<<endl; 86 cout<<"cogs 2554"<<‘ ‘<<"可持久化线段树"<<endl; 87 cout<<"最值线段树"<<endl; 88 cout<<endl<<"+++++++++++++"<<endl; 89 } 90 } 91 } 92 int main(){ 93 shujujiegou::zhuxishu(); 94 return 0; 95 }
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