Core Graph Algorithms Pseudocode Reference
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Core Graph Algorithms Pseudocode
Kruskal's Algorithm for MST
def Kruskal(V, E):
- Sort E by increasing weight.
- For each vertex v in V: create a tree for each v.
MST = {}
For i from 1 to |E|:
- (u, v) ← lightest edge in E.
- If u and v are not in the same tree:
MST.add((u,v))- Merge u and v trees.
Return MST.
Huffman Tree Construction
BuildHuffman(characters[1..n], frequencies[1..n]):
- Create nodes for each character.
- For i ← 1 to n: create a min-heap Q with each node frequency as a key.
While(length(Q) > 1):
- x = pop minimum value from Q.
- y = pop minimum value from Q.
- Create new node z.
z.key = x.key + y.keyz.leftChild = xz.rightChild = y- Insert z into Q.
Return the root value from Q.
Topological Sort
topological_sort(G):
Stack = []
While (unvisited Nodes):
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helper_toposort(