Documentos maestros en graphviz

arbol.dot

digraph arbol
{
	rankdir=TB;
	node [shape=record]
  
	ndL[label="<izq> | L | <dch>"];
	ndL : izq -> ndKosuda;
	ndL : dch -> ndSakamoto;
	ndKosuda[label="<izq> | Kosuda | <dch>"];
	ndKosuda : izq -> ndKallen;
	ndKallen[label="<izq> | Kallen | <dch>"];
	ndKallen : izq -> ndCC;
	ndKallen : dch -> ndKirito;
	ndCC[label="<izq> | CC | <dch>"];
	ndCC : izq -> ndAsuna;
	ndCC : dch -> ndCalificacion;
	ndAsuna[label="<izq> | Asuna | <dch>"];
	ndCalificacion[label="<izq> | Calificacion | <dch>"];
	ndCalificacion : dch -> ndGoku;
	ndGoku[label="<izq> | Goku | <dch>"];
	ndKirito[label="<izq> | Kirito | <dch>"];
	ndSakamoto[label="<izq> | Sakamoto | <dch>"];
	ndSakamoto : izq -> ndNeji;
	ndSakamoto : dch -> ndSebastian;
	ndNeji[label="<izq> | Neji | <dch>"];
	ndNeji : izq -> ndNapa;
	ndNeji : dch -> ndRockLee;
	ndNapa[label="<izq> | Napa | <dch>"];
	ndNapa : izq -> ndMikasa;
	ndNapa : dch -> ndNaruto;
	ndMikasa[label="<izq> | Mikasa | <dch>"];
	ndMikasa : izq -> ndLink;
	ndLink[label="<izq> | Link | <dch>"];
	ndLink : dch -> ndMario;
	ndMario[label="<izq> | Mario | <dch>"];
	ndMario : izq -> ndLuigi;
	ndLuigi[label="<izq> | Luigi | <dch>"];
	ndNaruto[label="<izq> | Naruto | <dch>"];
	ndRockLee[label="<izq> | RockLee | <dch>"];
	ndRockLee : izq -> ndObito;
	ndObito[label="<izq> | Obito | <dch>"];
	ndSebastian[label="<izq> | Sebastian | <dch>"];
	ndSebastian : izq -> ndSarada;
	ndSebastian : dch -> ndZero;
	ndSarada[label="<izq> | Sarada | <dch>"];
	ndSarada : dch -> ndSasuke;
	ndSasuke[label="<izq> | Sasuke | <dch>"];
	ndZero[label="<izq> | Zero | <dch>"];
	ndZero : izq -> ndVegeta;
	ndZero : dch -> ndabc;
	ndVegeta[label="<izq> | Vegeta | <dch>"];
	ndVegeta : izq -> ndTsukamoto;
	ndTsukamoto[label="<izq> | Tsukamoto | <dch>"];
	ndTsukamoto : izq -> ndToad;
	ndToad[label="<izq> | Toad | <dch>"];
	ndabc[label="<izq> | abc | <dch>"];
	ndabc : izq -> ndaal;
	ndabc : dch -> ndal;
	ndaal[label="<izq> | aal | <dch>"];
	ndal[label="<izq> | al | <dch>"];
}

lista.dot

digraph lista
{
	nodesep=0.05;
	rankdir=LR;
	node [shape=record]
	
	nd710;
	nd710[label="P"];
	nd710 -> nd810;
	nd810[label="C"];
	nd810 -> nd720;
	nd720[label="P"];
	nd720 -> nd820;
	nd820[label="A"];
	nd820 -> nd730;
	nd730[label="P"];
	nd730 -> nd830;
	nd830[label="T"];
	nd830 -> nd160;
	nd160[label="T"];
	nd160 -> nd260;
	nd260[label="P"];
	nd260 -> nd170;
	nd170[label="A"];
	nd170 -> nd270;
	nd270[label="P"];
	nd270 -> nd180;
	nd180[label="C"];
	nd180 -> nd280;
	nd280[label="P"];
	nd280 -> NULL;
}

matriz_dispersa.dot

digraph matrizDispersa
{
	nodesep = 0.5;
	node[shape=box, style=filled, color=steelblue];
	edge[color=tomato];
	rankdir=UD;

	MATRIZ -> ndC1;
	ndC1 [label = "Team 1"];
	ndC1 -> ndC3 ->ndC1;
	ndC3 [label = "Team 3"];
	ndC3 -> ndC4 -> ndC3;
	ndC4 [label = "Team 4"];
	ndC4 -> ndC5 -> ndC4;
	ndC5 [label = "Team 5"];

	MATRIZ -> ndF1;
	ndF1 [label = "Proyecto\nUNO"];
	ndF1 -> ndF2 -> ndF1 [constraint=true];
	ndF2 [label = "Proyecto\nDOS"];
	ndF2 -> ndF3 -> ndF2 [constraint=true];
	ndF3 [label = "Proyecto\nTRES"];

	ndF1 -> nd11 -> ndF1;
	nd11 [label = "Tareas\nUNO - 1"];
	nd11 -> nd14 -> nd11;
	nd14 [label = "Tareas\nUNO - 4"];
	nd14 -> nd15 -> nd14;
	nd15 [label = "Tareas\nUNO - 5"];
	ndF2 -> nd23 -> ndF2;
	nd23 [label = "Tareas\nDOS - 3"];
	nd23 -> nd25 -> nd23;
	nd25 [label = "Tareas\nDOS - 5"];
	ndF3 -> nd31 -> ndF3;
	nd31 [label = "Tarea\nTRES - 1"];
	nd31 -> nd33 -> nd31;
	nd33 [label = "Tarea\nTRES - 3"];

	ndC1 -> nd11 -> ndC1 [constraint=true];
	nd11 -> nd31 -> nd11 [constraint=true];	
	ndC3 -> nd23 -> ndC3 [constraint=true];
	nd23 -> nd33 -> nd23 [constraint=true];
	ndC4 -> nd14 -> ndC4 [constraint=true];
	ndC5 -> nd15 -> ndC5 [constraint=true];
	nd15 -> nd25 -> nd15 [constraint=true];

	{rank = same; MATRIZ; ndC1; ndC3; ndC4; ndC5};
	{rank = same; ndF1; nd11; nd14; nd15};
	{rank = same; ndF2; nd23; nd25};
	{rank = same; ndF3; nd31; nd33};
}