Subject: CGAL users discussion list
List archive
- From: Maria Eduarda Veras Martins <>
- To:
- Subject: [cgal-discuss] how to discretize a plane
- Date: Wed, 17 May 2023 21:21:48 -0300
- Authentication-results: mail3-smtp-sop.national.inria.fr; spf=None ; spf=Pass ; spf=None
- Ironport-data: A9a23:pZ4+S60tJ/g98mGQ6PbD5Vx1kn2cJEfYwER7XKvMYbSIYAOW5UVek zNIDHfGZKi61lGFfd4kYdu29k4AvsWBxtA1SQI++3g3FSxD9ZWVXoTEdh+uYSjDdZ2SFBw5s MkXMNDLIZ84RHPWqEnybebtoHAkhclkKlad5MvsY0idEic/FXh80XqP4tIEv7OEoeRVIivV5 ImvqsTWaQ/8hjN4OGtJtvKJ8hg15vqu4GNI71AyPdlG7QTU/5U3JMJGdPvpdxMUYaENQ7XkH 76bpF2d1jmEl/v4Ior9yt4XSmVTHviIe1LmZkN+A8CKmgJFqjE5zpE1Pf8dbVY/oziSlrid8 v0U3XCLYVpvb/ykdNg1CUECSHkjZPIeo9crHFDm2SCt5x2eG5fT6642ZK0GFdVw0vp6B2hI6 csZJFglBvxUr7/eLBqTE4GAt+x7RCXZFNt3VkJIkVk1Oc0braXrGM0m0zP3MAAY3aiiFd6GD yYQhKEGgB7oO3WjMX9PYH4ycXvBatASvFS0pXrMzZfb7VQ/wyRe+eLoaIvXc+aaBsBJrGSIg 0ng0Wf2V0Ry2Ny3kVJp81qpj+7L2C73AcccSOH++fltj1megGcUDXX6V3Ph+aj/2hP4AYoPb RBIksYthfBaGEiDS9TjWjWzoXjCoxAEVpxaCYXW7SnQlPGLvF/AXgDoSBZaZIZ27sIrdwAW/ QesxvnuHSJ+q/q8HCf1GrC89GvuY0D5N1QqbiANSU4J4sLovZoopgneS85qVq+zlNz8Xz/qq w1mtwA7jrQXyMMHjuC1oQyBjDWrqZzECAUy4207Q15J8CtWTdSgP92q4GLLrvNcHqSJa3Knk nsLzp32AP81MbmBkymEQeMoFb6v5uqYPDC0vbKJN8lxn9hK0y7zFb288A2SN28ybZlZIW6Bj Fv7/FIOtMUKbRNGeIcuO9rpY/nG25QMAjgMaxw5Rt9HY5w0eQPeuS8yOQif2GfilEVqmqY6U Xt6TSpOJSZFYUiE5GDuLwv47VPN7n5jrY80bc6mpylLKZLEOBaopU4taTNilNwR4qKeuxny+ N1CLcaMwBg3eLSgMnWMrd5JdgtXdSVT6XXKRyp/Jr7rzu1OSDFJNhMt6e5Jl3FNxfUOyr+To hlRpGcEkQOm7ZE4Fel6Qik7NOmHsWdXonU8MighVWtEKFByCbtDGJw3LsNtFZF+rLIL5actE 5EtJZ/catwREW+v02pGPfHAQHlKLkvDafSmZHr7PlDSvvdIG2T0xzMTVlCyrnNRUHfq6JZWT n/J/lqzfKfvjj9KVK7+AM9DBXvo1ZTEsLIiBRn7MZNIdV/y8YNnDSX0g7Vla4sPMBjPjH/Sn QqfHR5S96GHrp4X4ev5o/mOj76oNO9iQWtcPW3QtoitOQfgo2GM/I5nUcSzRw77al/awquZS Ntw8+DdK9wCxVZDjJp9Ge1kzIU4/NremIVZxQVFQlTONlSiNax8EEa/ze1wh/Vr7eJfs1HnX Eigx8RrY+SVGcL6EWw+IBguQfSD2Mo1xBjTz6URC2fr6BBn+IGoVR1pACCNryhGPp5ZAZgAw 9p9iPUJ6ge6tAUmAuyGgg9Q6W6ICH4KCIcjib03H67pjVAN5mxZQJmBFBLz3o6DW+9MPmYuP DWQoqjI3JZY50jadksMBWr/5vVcibsOqSJ14gc7fXrRoeX8h9gzwBF12hY0RF4Mzhx4jsRCC lIyPEhxfaiz7zNkgfZYZF+VGiZDOky92lfwwF43hmHmXxGWdmjSHlYcZ8eJ3m4kqlx5QBYK0 o2c+mjfVRTSQPrQxQo3AE5slOziR4d+9yrEg8GWIP6GFJgbPxvgpLekZDdRmR3NBec0plzmp PZrzsl0e6bUJS4dmIxlKoi4hJA7agGIG3xGet5lpJg2JGD7fCqj/wSOJ2SaWNJ/F9aT/WCWU 8VRd99yDTKg3yOwnxUnLK8rIY4susU25dAHK4jZFURfv5Sx9jNW4Y/trA7gj2oWQvJro8Y3C qXVUxmgSmWwp39lq1Xhnfl+GFiTQIc7PVXn/eWP7u82OYoJs7hsfWEMw7KEhSipHzU9zS2En jHoRvHw/7R5xJVOjrncNPxJJz+JJOPZUMWK9wGOsOpyU+7fDPeWty4orgjIAgcHG5oQRNV9q pqVuvHVwk7uneg7QkLZqba7BohL4sSDBu5KFsTJKXJ1oDazXu7txzAh+GmID4NDv/0Ax8ugR iq+MNCRc/xMUfhj5XRlUQpsODdDNLbWN4DO/TicqdaIATgjiT33FsutryLVXDsKZx02NI3bI S6qnfSXv/RzjplGXT0ADNFYW65IGkfpA/YaRoegpAujLzeah32ZseHfjjsm0zbAD0eEHOvc4 Z7oQhvfdgy4iJrXzeN24pBDgRkKMElT2eUAXFoR29pTuQCICGQrKec8M5JfBK8Nw2a2nNv9a SrWZWQvNTTlUH4WOV/g6dDkRUGECvZIJt79IScz8liJbzutQrmNG6Zl6jwq9kIeluEPFw17A Yp2FrzM0hmNLlVBQO8S4rm2jb4iyK+GgH0P/k/5nor5BBN27XDmEpB+NFIlaMAFO5ileIb3y awdTmFCBly1UUO3G9wIl7t9BkQCpD22p9k3RX7n/Tsc0rl3CMVLyfu5Ju/r3/sJdqzm4VLIq WzfHwOw3oxd5pDfVWbFdT7kbW+YxM9nxvSHEZI=
- Ironport-hdrordr: A9a23:eoirmKM5i/ZHlMBcTsyjsMiBIKoaSvp037BL7TEXdfUxSKalfq +V7ZcmPHPP6Ar5O0tApTnjAtjjfZq0z/ccirX5Vo3SOTUO1lHYSL2KLrGP/9QjIUDDHyJmup uIupIRNOHN
- Ironport-phdr: A9a23:SvIL8xYd+cAzoGu4FXpnGDv/LTF72oqcDmcuAnoPtbtCf+yZ8oj4O wSHvLMx1gKPBtuBoKkew8Pt8IneGkU4qa6bt34DdJEeHzQksu4x2zIaPcieFEfgJ+TrZSFpV O5LVVti4m3peRMNQJW2aFLduGC94iAPERvjKwV1Ov71GonPhMiryuy+4ZLebxtIiTanb75/L Qu6oQrfu8UInIBvNrs/xhzVr3RHfOhb2XlmLk+JkRbm4cew8p9j8yBOtP8k6sVNT6b0cbkmQ LJBFDgpPHw768PttRnYUAuA/WAcXXkMkhpJGAfK8hf3VYrsvyTgt+p93C6aPdDqTb0xRD+v4 btnRAPuhSwaMTMy7WPZhdFqjK9Drx2vpxJxzY3Jbo+LKPVzZbndcc8ASGdbQspdSy5MD4WhZ IUPFeoBOuNYopH6qVQUtxu+BBOjD/7gxDBVm3/5x7c63Pk7Hgrb0wMvAcgOv27PrN7oM6kdS /q1zLXJzTXFdPNdxDDw6I3WfRA/pPGBRq5/ccvXyUU1CgPFgE2QppL/MzyOzOQAqm6W5PdvW uyzkWAosR1xoiSxycc2jInEnoYYxF/K+yh4zog5O9K1RVNlbdK4EJZcqS6UOotqTs0iX2xmt js2xLMGt5KlYiUHy5YqygDCZvGafYWF/xbuWeeXLDxlh3xlYKqyiwiu/UWk0OHxVcm53ExUo iZZkdTArH8A2hPV58OaUPVy5F2h1iyK1w3L6uFLP0Q0la3DJp4k2LEwl54TvV3dESDrhUn6l aGWe0or9+Sy5OTnZbLmppCYN4BqkA3xLqMumsmnDeQ5NAgBQXSb9Pyi2LH/+UD1WrZHg/0sn qXHrJzXJt4Xq6G2DgNN14Ys8Re/DzOo0NQCmnkHKUpIeBeZgIj3PlHDO+z3Dfa5g1i2jTdry ejGMaP7DprWNHjPiLHhcq1l5E5G1AUz1cxf545TCrwZPf7/QlXxu8DADh8lLwy0xP7qB8ly1 owEXWKDG7KWMKLJsVCU++IvOPKMaZQOuDf9Lvgl/+ThgWU4mV8bZ6mp3IEYZGq2HvR8cA2lZ i/njd4FVGsLpQEjV/fCiVuYUDcVaWzhcbg742QeAZinBM/uSp2kmrCIlBm2BJRNLkVPEEyNF 2ygI4CJRfIkYyOUZNJvijFCX6L3GNxp7g2nqAKvk+kvFeHT4CBN7foLtfBw7uzXzlQp8CBsS t+ayyeLRn11mWUBQ3k32rp+qApz0ATLyrB21tpfE9Eb/PZVSkEiL5eJyuFkDvj5WwSHY9mRR RCsWIbuGik/G+o42MRGeENhA5OnhxHH0TCtBuoQmqKOLJc19OTB0WD8YcxnmD7dzKd0qV4gT 4NUMHG+wK5y8w+GH4nSj0CQjLqnb4wZ1S/JsWqPlC+A4B0eXwl3XqHIG3sYYyM6tPzf4UXPB /+rALUjaU5azNKab7BNcpvvhElHQ/HqPJLfZXiwkiG+H0TAwLTEd4fsd2gHuUeVQEEZjwAe+ 2qHPgkiF2+gpWzZFjlnCVPoZQvl7+B/rHqxSkJ8wRuNagVt0L+8+xhdgvL5Kbtb278avQ8qq jMyAVil0pTcEZvIpgZserldfcJo+E1OhirSsw1wOIDlLrg33AZPNVQq+Rm2h1MrVtYl84Bit n4hwQtsJLjN1VpAc2jdxpXsIvjMLXG0+hmzaqnQ01WY0dCM+65J5u5rzjer9AyvCEcm9G1ql tdP1H7JrJDHEg86WpP3FFs57xU8rauQMUxfr8vEkGZhN6W5qGqI3t83AcMuyxDmYtlHPeWOD kWhW91fDM+oJuswnlGvZR9RJ+Fe+pk/OMa+fueH0qqmVAp5tAqvln8PoIV000bXsjF5VvaNx JEdhfeRwgqAUT74ylanqMH+345eN3keGW+2yC6sA4A0BOU6eIsVDE+lIsvx29tmitjnQTZU+ UWiCFUPxMKyMUDKPhqtgEsKjRRR/SDvkDDw1zFuljA1sqeTuU6Gi//vchYKIC8DRWVvi0vtP ZnhitkbWEayaA163BCh5Ev82+1avPEldziVERoOJXCmaT0+Ac7S/vKYbsVC6Y0lq3BSWeW4O hWBT6Ll5gAdy2XlFndfwzYyc3ervI/4llp0kjH4Tj47oXzHdMV33Rqa6sbbQKsb2zcYQQFzi D+RG1akMp+j55/H8vWL+vD7TG+nWpBJJGPuwJ2FnCC64yt3DwWy2fqp0I6vAU0x1in10MNvX CPDoUPnY4Xl4K+9NPpuYkhiAFKvjqgyUpE7iIY7g4scnGQLnpjAt2RSin/9aJ8IkbK7dncGQ iQHhsLY8BSwklM2NWqHnuebHj2c2pczPIT8OzJOnHhhsIYST/3IpL1cwXkr/hzi9lmXOKYl2 G9akKpm6WZG0b9X/lN1lGPFROhVRxE9X2SklgzUvY7g6v8LNSD/Kf7okxAm1dG5UOPd+EcFB DCgK81kRWgpvo1+KA6ejyG1s9u5PoGWNZVK6Hj221/Bl7QHccph0KNV2mw3fzq65yRtyvZn3 0Uxhtfj7dTBcyM1u/vnSh9Aam+vP5JVqmyr1PwO2J7Rht/KfN0pGy1XDsGxE7T1QHRL5K6hb 0HXQXU9sivJQ+OBW1XEuQE99TSXVMn6f2eeIH1TpTl7bD+aIkEXwAUdXTFh24U8Chjv38v5N kFw+jEW4Ff87BpK0ONhcRflAC/Zo0+zZzE4RYL6TlIe5xxe50rTLc2V7/5iVyBe8Jq7qQWRK 2udLw1WBGANU0aAChjtJL6rrdXH9uGZAKK5IZ6sKf2WrvdCUv6T2Z+1+o5v/jLJO8nWe3c+U 7s03U1MWX0/EMPc2n0ORyERiyPRfpubqRO7qUgV5oi09PXmXh6q5JPaUeMDd4UyvUru0eHfa 7315m4xMztT25ISyGWdzbEe2AVXkCRyb3y2FqxGsyfRTaXWk6sRDhgBaio1OtEbisB0lgRLJ 8Pfjcv4k7BiiftgQVJIS1nJkcCvI9EEO2z7PkmNVyPpfPyWYCbGxc36e/b2UbpLkOBdrAG9o x6eGk7nezmPznznC0zpPuZLgyWWehdZvcvuF3QlQXimR9XgZBqhNdZxhjBj2rw4iETBMmsEO CR9eUdAxlV/xShZhLNiFXRMqHB/f7Dsc8Ox5OjebIsYqfYtCD4mz4qyAVw/wrpRqSxIHbl7x HeUodlprFWr1OKIz2g/OCc=
- Ironport-sdr: 64656fa9_13FIT+gfksKoWzm6YIZxTUDniv3y6rDF3Aps8OXKOQUWa5T jVDeTz/crhJyF461kVZ7s429XxbqTC8GPntrs8Q==
Hi,

I have a plane (plane_3) and I need to transform it into several triangles (see example image). What's the best way to do this? My final goal is to intersect each triangle of the plane with polygons and find the area resulting from the intersection.
Thanks!

- [cgal-discuss] how to discretize a plane, Maria Eduarda Veras Martins, 05/18/2023
- Re: [cgal-discuss] how to discretize a plane, Sebastien Loriot, 05/19/2023
Archive powered by MHonArc 2.6.19+.