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Análisis de algoritmos
Recorrido de Grafos
• Alumno: Valentina Torres R
• Profesora: Pilar Pardo H.
• Asignatura: Análisis de
algoritmos.
La búsqueda en anchura supone
que el recorrido se haga por
niveles. Para entender más
fácilmente de que se trata, hemos
indicado en la siguiente imagen un
grafo ejemplo en donde cada
color representa un nivel, tomando
como raíz o nodo inicial el que
tiene el número 1. El recorrido se
hará en orden numérico de forma
consecutiva hasta llegar al nodo
número 7.
Algoritmo de Búsqueda en Anchura
(BFS)
Algoritmo de Búsqueda en Profundidad (DFS)
En el caso de la búsqueda en
profundidad lo que se quiere
es recorrer desde la raíz hasta
los nodos extremos u hojas por
cada una de las ramas. En
este caso los niveles de cada
nodo no son importantes. En
la siguiente imagen podemos
ver el orden en que se hace
el recorrido desde el nodo
raíz, indicado con el número
uno, hasta el nodo número
siete.

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Recorrido

  • 1. Análisis de algoritmos Recorrido de Grafos • Alumno: Valentina Torres R • Profesora: Pilar Pardo H. • Asignatura: Análisis de algoritmos.
  • 2. La búsqueda en anchura supone que el recorrido se haga por niveles. Para entender más fácilmente de que se trata, hemos indicado en la siguiente imagen un grafo ejemplo en donde cada color representa un nivel, tomando como raíz o nodo inicial el que tiene el número 1. El recorrido se hará en orden numérico de forma consecutiva hasta llegar al nodo número 7. Algoritmo de Búsqueda en Anchura (BFS)
  • 3. Algoritmo de Búsqueda en Profundidad (DFS) En el caso de la búsqueda en profundidad lo que se quiere es recorrer desde la raíz hasta los nodos extremos u hojas por cada una de las ramas. En este caso los niveles de cada nodo no son importantes. En la siguiente imagen podemos ver el orden en que se hace el recorrido desde el nodo raíz, indicado con el número uno, hasta el nodo número siete.