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Poj1022
- 本题写了一个EE3的产品描述，是四维的。确实很难想像清楚。我们这样想就行。它有四个坐标，每一维都可以放上一个立方体，边长为1.然后就是怎么判断是否Inconsistent，有两种情况：1），如题上举的例子，ID为1的在x2坐标上前面是3，那么ID为3的在X2坐标的后面应该是1，否则就Inconsistent。-We usually think that there are three geometric dimensions the fourth dimension is usually ti
3058
- 北大ACM试题poj 第3058题源码，很好的代码，希望对搞ACM的同学有帮助 -Peking University ACM Chapter 3058 question Question poj source code, good code, and want to help students engage in ACM
3065
- 北大ACM试题poj 第3065题源码，很好的代码，希望对搞ACM的同学有帮助 -Peking University ACM Chapter 3065 question Question poj source code, good code, and want to help students engage in ACM
3061
- 北大ACM试题poj 第3061题源码，很好的代码，希望对搞ACM的同学有帮助 -Peking University ACM Chapter 3061 question Question poj source code, good code, and want to help students engage in ACM
3072
- 北大ACM试题poj 第3072题源码，很好的代码，希望对搞ACM的同学有帮助 -Peking University ACM Chapter 3072 question Question poj source code, good code, and want to help students engage in ACM
3068
- 北大ACM试题poj 第3068题源码，很好的代码，希望对搞ACM的同学有帮助 -Peking University ACM Chapter 3068 question Question poj source code, good code, and want to help students engage in ACM
Desktop
- 北大ACM试题poj 第3066 3069题源码，很好的代码，希望对搞ACM的同学有帮助 -Peking University ACM Chapter 30,663,069 question Question poj source code, good code, and want to help students engage in ACM
ACMPOJ
- ACM POJ题目 2159.cpp 1918.cpp 1887.cpp 1835.cpp 1458.c 1258.c 1125.c-ACM POJ 2159.cpp 1918.cpp 1887.cpp 1835.cpp 1458.c 1258.c 1125.cpp
acm_code_ComputingGeometry
- acm计算几何模板，涵盖了包括hdu,pku,zju,fzu等评测平台的逾90个通过的计算几何代码。 适合想要学习计算几何的acmer.-acm computational geometry templates, covering hdu, pku, zju, fzu such as evaluation platforms, more than 90 adopted by the computational geometry code. Want to learn computatio