NOPIde biasaitimu,youxuyaodehuakeyinaqu kankan....

几何\计算几何_陈海丰\几何公式.doc
....\...............\本人博客网址.txt
....\...............\计算几何.doc
....\...............\计算几何.txt
....\...............\计算几何_陈海丰.ppt
....\...............\........代码\2528离散化.cpp
....\...............\............\Convex_Hull.cpp
....\...............\............\cug_1038_凸包.cpp
....\...............\............\fzu_1014_线段划分多边形.cpp
....\...............\............\fzu_1016_coral.cpp
....\...............\............\fzu_1016_判断一个矩形是否包含另一个矩形.cpp
....\...............\............\fzu_1035_反射.cpp
....\...............\............\fzu_1120_判断一个点是否在多边形内.cpp
....\...............\............\fzu_1302_凸包+Rotating Calipers algorithm.cpp
....\...............\............\fzu_1330_扇形的重心.cpp
....\...............\............\fzu_1331_2多边形的重心.cpp
....\...............\............\fzu_1382.cpp
....\...............\............\fzu_1393_判断N点是否共面.cpp
....\...............\............\Geometry.cpp
....\...............\............\HDU1697.cpp
....\...............\............\hdu_1392_凸包.cpp
....\...............\............\N点中三个点组成三角形面积最大.cpp
....\...............\............\p2403_计算几何.cpp
....\...............\............\p2694_计算几何_枚举剪枝.cpp
....\...............\............\p2710_计算几何_DP.cpp
....\...............\............\p2719_计算几何.cpp
....\...............\............\Pick公式.cpp
....\...............\............\pku1981_单位圆覆盖最多点(poj1981)CircleandPoints.cpp
....\...............\............\pku2002_3432_N个点最多组成多少个正方形(hao).cpp
....\...............\............\pku2074_线段覆盖.cpp
....\...............\............\pku2187_凸包.cpp
....\...............\............\pku2826_线段围成的区域可储水量.cpp
....\...............\............\pku3277_CityHorizon线段树求N个矩形覆盖的面积(优化).cpp
....\...............\............\pku3668_GameofLine_N个点最多确定多少互不平行的直线(poj3668).cpp
....\...............\............\pku_1106_判断一个点是否在一射线的某侧.cpp
....\...............\............\pku_1118_共线最多的点的个数.cpp
....\...............\............\pku_1151_矩形相交的面积.cpp
....\...............\............\pku_1265_多边形面积+Pick公式的应用.cpp
....\...............\............\pku_1269_两直线的位置关系+平行线的距离.cpp
....\...............\............\pku_1279_简单多边形的核_直线划分多边形_半平面交.cpp
....\...............\............\pku_1314_枚举.cpp
....\...............\............\pku_1329_三角形的外接圆.cpp
....\...............\............\pku_1375_线段重叠+投影.cpp
....\...............\............\pku_1389_矩形相交.cpp
....\...............\............\pku_1556_线段相交+Dijkstra.cpp
....\...............\............\pku_1654_多边形面积.cpp
....\...............\............\pku_1687_图的外轮廓.cpp
....\...............\............\pku_1873_暴力+凸包.cpp
....\...............\............\pku_2600_二分+圆的参数方程.cpp
....\...............\............\pku_2954_Pick公式.cpp
....\...............\............\pku_3130_判断多边形的核是否存在.cpp
....\...............\............\pku_3335.cpp
....\...............\............\pku_3335_判断多边形的核是否存在.cpp
....\...............\............\pku_3407_根据经度纬度求球面距离.cpp
....\...............\............\PointIsinPolygon.cpp
....\...............\............\p点关于直线L的对称点.cpp
....\...............\............\usaco3.4_fence4_线段与三角形的交.cpp
....\...............\............\zju_2419.cpp
....\...............\............\三角形外接圆+圆的参数方程.cpp
....\...............\............\三角形的内接圆(未检验正确性).cpp
....\...............\............\三角形的外接圆.cpp
....\...............\............\三角形的外接圆pku_2504.cpp
....\...............\............\三角形的面积公式.cpp
....\...............\............\二分+圆的参数方程.cpp
....\...............\............\共线最多的点的个数.cpp
....\...............\............\凸包.cpp
....\...............\............\凸包标程.cpp
....\...............\............\切线交点.cpp
....\...............\............\判断N点是否共面.cpp

• We are an exchange download platform that only provides communication channels. The downloaded content comes from the internet. Except for download issues, please Google on your own.
• The downloaded content is provided for members to upload. If it unintentionally infringes on your copyright, please contact us.
• Please use Winrar for decompression tools
• If download fail, Try it againg or Feedback to us.
• If downloaded content did not match the introduction, Feedback to us，Confirm and will be refund.
• Before downloading, you can inquire through the uploaded person information

Nothing．