This is a very simple type of brute
force searching techniques. The search begins by expanding the initial node
i.e. by using an operator generate all successors of the initial node and test
them.
This procedure finds whether the
goal can be reached or not but the path it has to follow has not been
mentioned. Diving downward into a tree as quickly as possible performs Dfs
searches.
Algorithm:
Step1: Put the initial node on a
list START.
Step2: If START is empty or START =
GOAL terminates search.
Step3: Remove the first node from
START. Call this node a.
Step4: If (a= GOAL) terminates
search with success.
Step5: Else if node a has
successors, generate all of them and add them at the beginning
Of START.
Step6: Go to Step 2.
The major draw back of the DFS is
the determination of the depth citric with the search has to proceed this depth
is called cut of depth.
The value of cutoff depth is
essential because the search will go on and on. If the cutoff depth is smaller
solution may not be found. And if cutoff depth is large time complexity will be
more.
Advantages: DFS requires less memory
since only the nodes on the current path are stored.
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